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	<title>COEL &#187; Bookkeeping</title>
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	<description>PPHU COEL Waldemar Płochocki</description>
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		<title>What Are Selling Expenses? Definition Which Means Example</title>
		<link>http://www.coel.com.pl/coel-wp/?p=3098</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=3098#comments</comments>
		<pubDate>Tue, 05 Aug 2025 22:44:50 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[One oft-used method is to take a look at what proportion of the company&#8217;s sales goes to SG&#38;A. Lock in a free chat with one of our pleasant in-house consultants for an honest discussion about enhancing your operations and price monitoring. Therefore, operating expenses and SG&#38;A are terms which may be typically used interchangeably, but&#8230;]]></description>
				<content:encoded><![CDATA[<p>One oft-used method is to take a look at what proportion of the company&#8217;s sales goes to SG&amp;A. Lock in a free chat with one of our pleasant in-house consultants for an honest discussion about enhancing your operations and price monitoring. Therefore, operating expenses and SG&amp;A are terms which may be typically used interchangeably, but differences can arise if, for example, depreciation and amortization (D&amp;A) are damaged out in a separate line item. Levon Kokhlikyan is a Finance Manager and accountant with 18 years of experience in managerial accounting and consolidations. He has a confirmed track document of success in value accounting, analyzing monetary knowledge, and implementing efficient processes.</p>
<p>The cost of sales will embody the acquisition value, any storage prices, and the price of delivery items to the shopper. This article will help you perceive the value of gross sales formulation, how it might help you calculate profitability, and the steps you must take to minimize back the value of gross sales in your business. The differential between gross revenue and EBIT, assuming there are not any different working bills, represents the incurred SG&amp;A expense in the given interval. SG&amp;A expenses are often essentially the most important operational price center for service-based businesses with minimal COGS. Whereas important for enterprise operations, these expenses are regularly scrutinized during cost-reduction initiatives as they immediately impact an organization&#8217;s operational effectivity and backside line. Promoting, basic, and administrative bills (SG&amp;A) are overhead expenses that maintain a enterprise working however are not directly tied to producing goods or companies.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="402px" alt="sales expense" 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"/></p>
<h2>What Does Sg&amp;a Stand For?</h2>
<ul>
<li>Often called &#8222;overhead,&#8221; most SG&#038;A bills are incurred no matter gross sales volume, making them fixed costs.</li>
<li>However, when increased promoting bills assist, rising gross sales is an efficient signal, which reveals the organization is doing pretty nicely in the present market scenario.</li>
<li>Nonetheless, if we receive a invoice and do not pay it earlier than month-end, no entry is to be posted; hence, by following money accounting, we violate the matching principles.</li>
</ul>
<p>The Interior Revenue Service (IRS) permits deductions for ordinary and needed expenses incurred in producing income, as outlined in Part 162 of the Inside Income Code. Deductible bills include promoting costs and sure skilled charges, providing businesses opportunities to decrease taxable income. The choice between classifying an expense as part of COGS or as an operating expense considerably impacts financial statements, influencing gross and operating revenue metrics. Monitoring and measuring budgets in sales and marketing doesn’t simply mean commissions and campaigns. Each dollar spent on salaries, advertising, sponsorships and extra ought to be included inside gross sales and advertising expenses. These metrics are the secret sauce to measuring a number of essential metrics for your business.</p>
<p>Nevertheless, when increased selling expenses help <a href="https://www.online-accounting.net/selling-expense/">sales expense</a>, rising gross sales is a good signal, which exhibits the organization is doing fairly well in the current market state of affairs. These prices are usually categorized as indirect prices, since they don&#8217;t vary immediately with gross sales volume (with the exception of commissions). The purpose of reducing your cost of sales is to extend total profitability within the business. The primary problem with calculating the value of sales is knowing which of your outgoings relate to your cost of sales. A simple way to determine what to incorporate in the price of sales is to take a look at the expenses you are presently paying. Whereas your price of sales breaks down extra readily identifiable expenses, your operating bills have a glance at common total prices which are tougher to classify.</p>
<p>For example, a small enterprise&#8217;s value of sales calculation may embody the purchasing cost of stock and shipping from its suppliers along with the costs to customise and repackage the received items. Under the accrual foundation of accounting, selling bills appear on the revenue statement in the interval during which they occurred (not the interval in which they were paid). Unfortunately, there is no silver bullet to optimizing gross sales and marketing bills. The bills that directly affect your company’s backside line can differ from enterprise to business and business to trade. By examining SG&amp;A inside the broader context of working bills, we see that Apple’s income generation capacity stays sturdy enough to absorb greater overhead prices as the corporate grows.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="406px" alt="sales expense" 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"/></p>
<h2>Free Financial Modeling Lessons</h2>
<div style='text-align:center'><iframe width='569' height='317' src='https://www.youtube.com/embed/I0nol16uA08' frameborder='0' alt='sales expense' allowfullscreen></iframe></div>
<p>The terms ‘profit and loss account’ (GAAP) and ‘income statement’ (FRS) should replicate the COGS data. They are considered one of three sorts of expense that make up a company’s working bills. Companies must meet specific deadlines to keep away from penalties and curiosity costs. For the 2024 tax year, the company tax return deadline for calendar-year companies is March 15, 2025, with an choice to request a six-month extension. Missing deadlines can lead to penalties, similar to a failure-to-file penalty, which is often 5% of unpaid taxes for every month the return is late, as much as 25%.</p>
<p>This is proven as a debit to your inventory and credited to your purchases account. The result is a e-book balance in your stock account that equals your actual ending inventory quantity. Learn <a href="https://www.online-accounting.net/">https://www.online-accounting.net/</a> the definition of cost of gross sales and how it&#8217;s used to capture key production bills. The SG&amp;A expense is recorded on the revenue statement of corporations in the section below the gross revenue line item.</p>
<p>This is usually a debit to the purchases account and a credit score to the accounts payable account. At the top of the reporting period, the balance within the purchases account is shifted over to the stock account with a debit to the inventory account and a credit score to the purchases account. Finally, the ensuing guide balance within the stock account is in comparability with the precise ending inventory quantity.</p>
<p>Therefore they are given more priority as in comparability with basic &amp; administration expenses. Unleashed provides automated inventory management software that mechanically tracks and records all your purchasing, sales, and manufacturing costs as they happen. It permits you to handle your stock on the cloud while eradicating inefficiencies out of your key workflows. If you’re utilizing the perpetual inventory methodology to calculate your price of gross sales, then the cost of gross sales or COGS account increases because the product gets offered. In other words, the value of sales is recorded with each sale in separate journal entries, somewhat than on the finish of the period in a single entry. In a retail or eCommerce business, inventory is usually bought from a wholesaler or producer for resale, either in a retail outlet or by way of an internet store.</p>
<p>Larger COGS with disproportionate pricing can go away your small business in a deficit position if the prices are too low or alienate consumers if the value is just too high. For example, the weighted common may end up in a lower stock valuation because it doesn’t account for the ebb of gross sales and substitute of products, nor does it reflect the efficiency of a business. FIFO and specific identification observe a single item from start to end. Working Expenses (OpEx) is ongoing and occurs all through the operation of the business. These bills are incurred whatever the degree of production or gross sales. Cost of Sales and Operating Bills (OpEx) are each essential parts in a company’s revenue statement, however they serve totally different functions and represent distinct classes of bills.</p>
<p>These prices usually are not directly associated to gross sales or administration however are essential for sustaining the company’s infrastructure. Administration generally calculates the SAE ratio, i.e., gross sales to administrative bills. A higher SAE ratio is better for enterprise &amp; a low ratio might reveal inefficiencies. Typically it&#8217;d happen that we don’t receive any bills for expenses, however we can estimate those bills based mostly on the earlier month&#8217;s development.</p>
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		<title>Tiger: A Lone Hunter and Apex Predator HowStuffWorks</title>
		<link>http://www.coel.com.pl/coel-wp/?p=3104</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=3104#comments</comments>
		<pubDate>Wed, 02 Jul 2025 07:05:10 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.coel.com.pl/coel-wp/?p=3104</guid>
		<description><![CDATA[The first is a rise in agriculture and overgrazing by farmers, which drives away typical prey for tigers and forces them to hunt livestock. Mating can occur at any time of year but most often takes place during&#160;cooler months between November and April. Tigers are induced ovulators, which means females will not release eggs until&#8230;]]></description>
				<content:encoded><![CDATA[<p>The first is a rise in agriculture and overgrazing by farmers, which drives away typical prey for tigers and forces them to hunt livestock. Mating can occur at any time of year but most often takes place during&nbsp;cooler months between November and April. Tigers are induced ovulators, which means females will not release eggs until mating occurs. Gestation lasts approximately 100 days, and females give birth to between one and seven offspring at a time, averaging between two and four cubs. Once cubs become independent, at about age 2, females are ready to give birth again.</p>
<p>Tigers eat large prey animals like deer and wild pigs, though they make exceptions for some small animals, including porcupines. After consuming what they can of their prey, tigers hide animal carcasses from scavengers so they can return to them later. There are several subspecies of tigers, including the Bengal tiger (P. t. tigris), Siberian tiger (P. t. altaica), Sumatran tiger (P. t. Sumatra), and the extinct Caspian tiger (P. t. virgata).</p>
<ul>
<li>Nonetheless, confrontations do occur, sometimes resulting in injury and even death.</li>
<li>They thrive in temperate, tropical or evergreen forests, mangrove swamps and grasslands.</li>
<li>These tigers have adapted by developing thicker fur and larger body sizes, which help them retain heat and conserve energy during the harsh winters.</li>
</ul>
<h2>Tigers on the rise</h2>
<p>The more positive outlook in India, Nepal and Thailand might offset the less positive outlook in southeast Asia.</p>
<ul>
<li>The tiger’s closest relatives are the lion and jaguar; their shared ancestor likely lived around 4 to 6 million years ago.</li>
<li>Support organizations like the Smithsonian’s National Zoo and Conservation Biology Institute that research better ways to protect and care for this animal and other endangered species.</li>
<li>Tigers are adept swimmers and have even been recorded hunting in the water.</li>
<li>Female tigers of all subspecies tend to be smaller than their male counterparts.</li>
<li>Over time, tigers developed unique subspecies adapted to their particular habitats.</li>
<li>The range of a male tiger overlaps with that of multiple females with whom he mates.</li>
</ul>
<h2>Natural history</h2>
<p>The tiger (Panthera tigris) is one of the world’s most iconic and revered animals. Known for its power, beauty, and stealth, this apex predator plays a crucial role in maintaining the balance of its ecosystem. Tigers have fascinated humans for centuries, inspiring myths, art, and conservation efforts. Below is a detailed exploration of the tiger’s biology, behavior, and relationship with humans. Tigers in the wild are thought to be solitary creatures, except when mating or raising young. Cubs stay with their mothers until they learn to hunt successfully, usually at about 18 to 24 months old.</p>
<p>So, when large prey populations, like deer or water buffalo, are reduced tigers might resort to eating fish, birds, rodents, insects and primates. This trick, known as eyespot mimicry, is also used by other species, such as butterflies, to ward off predators. Though, other than humans, the only animal likely to attack a tiger is a bigger tiger. The world’s tiger population has declined to about 3,200 tigers since the beginning of the 21st century. The Indian, or Bengal, tiger makes up about half the total tiger population.</p>
<h2>Where do tigers live in the wild?</h2>
<p>While there is one living species of tiger – Panthera tigris – most zoologists agree that tigers can be divided into subspecies. Tigers do not have a specific breeding season, though most births tend to occur in the spring. He can often be found swimming, playing with toys in the water, or lounging at the top of the exhibit. Compared to Damai, he is larger, paler, and has thicker stripes including a thick strip across his shoulders. Smithsonian efforts to save tigers began in 1972 with the Smithsonian-Nepal Tiger Ecology Project. In the 1990s scientists began approaching tiger conservation as a complex problem stretching across borders, requiring the cooperation of many partners.</p>
<p>A number of reasons account for this tiger behavior—disability caused by age or injury, paucity of prey, acquisition of the habit from the mother, or defense of cubs or a kill. With fewer than 4,000 wild tigers remaining worldwide today, the primary threats to wild tiger populations are habitat loss, poaching for tiger parts and human-wildlife conflict. You can find tiger parts, including tiger skins and bones, on the black market, driving illegal hunting despite international protections.</p>
<h2>Conservation Status</h2>
<p>White tigers, not all of them true albinos, have occurred from time to time, almost all of them in India (see also albinism). Black tigers have been reported less frequently, from the dense forests of Myanmar (Burma), Bangladesh, and eastern India. The tiger has no mane, but in old males the hair on the cheeks is rather long and spreading. Although most classifications separate the species into six subspecies, some merge subspecies or suggest that two tiger species exist, P. tigris on the mainland of Asia and P. sondaica of Java, Bali, and Sumatra. Tigers have reddish-orange coats with&nbsp;prominent black stripes, white bellies and white spots on their ears. Like a human fingerprint, no two tigers have the exact same markings.</p>
<p>They thrive in temperate, tropical or evergreen forests, mangrove swamps and grasslands. Amur tigers are primarily found in Far-East Russia, although there are small populations across the border into China and potentially North Korea. A tiger&#8217;s range within these regions is determined by the availability of prey. The population decline since 1999 has been attributed to poaching as well as human <a href="https://www.business-accounting.net/supplies-definition-and-meaning/">supplies in accounting</a> activity resulting in habitat loss.</p>
<p>Comparatively, Sumatran tigers are downright minuscule, topping out at 310 pounds (140.6 kilograms) and 8 feet (2.4 meters). The best estimate for the total number of tigers in the wild is 5,578.18 It is thought that 70% of these are mature adults, which means there are at most 3,905 tigers who are able to reproduce. Tigers use their sense of smell for communication rather than hunting prey.</p>
<p>Each tiger maintains a large territory, which it marks with scent markings and scratch marks on trees. The size of a tiger&#8217;s range depends on the availability of prey and the density of the population. Tigers are the largest of the big cats, with some males reaching weights of 660 pounds (299.4 kilograms) and lengths of almost 11 feet (3.4 meters), including their tails. Tigers are threatened by human activity and climate change as they contend with losing their habitat to logging, farming and the expansion of human settlements. But across Asia these forests are being chopped up and fragmented by roads, farms and logging. Tigers mate throughout the year, rather than having mating seasons.7 Tigers form mating pairs – though one male might have access to more than one female – but only interact with each other during mating.</p>
<p>Despite their solitary nature, communication is a very important part of tigers’ behavioral ecology. They communicate through vocalizations, such as roaring, grunting and chuffing, and through signals, such as scent marking and scratches on trees. Tigers are fiercely territorial animals, so these signals are particularly important to communicating where one tiger&#8217;s home range ends and another&#8217;s begins. Born blind and helpless, tigers rely entirely on their mother for warmth, protection and nourishment. The first few months are critical as cub mortality is high, and many do not survive to adulthood due to predation, disease and competition for food.</p>
<p>Male tigers are able to tell when females are in heat by sniffing their scent markings. The tiger is a large, carnivorous mammal and the largest living big cat. Their distinctive fur is orange and white with dark vertical stripes. Next to the elephant and the lion, no wild animal is so frequently portrayed in Asian art and lore. Every 12th year of the Chinese calendar is the year of the tiger, and children born in it are considered especially lucky and powerful. In Hindu mythology the tiger is the vahana (“vehicle”) of the goddess Durga.</p>
<p>These apex predators primarily hunt large ungulates, such as wild boar&nbsp;and deer, but are also known to consume&nbsp;monkeys, buffalo, sloth bears, leopards and even crocodiles. When tigers are found in close proximity to humans, they may also feed on domestic animals, such as cattle or goats. Tigers are adept swimmers and have even been recorded hunting in the water. Tiger, (Panthera tigris), largest member of the cat family (Felidae), rivaled only by the lion (Panthera leo) in strength and ferocity; it is a famous apex predator (meaning without a natural predator or enemy). The tiger is endangered throughout its range, which stretches from the Russian Far East through parts of North Korea, China, India, and Southeast Asia to the Indonesian island of Sumatra. The Siberian, or Amur, tiger (P. tigris altaica) is the largest, measuring up to 4 meters (13 feet) in total length and weighing up to 300 kg (660 pounds).</p>
<p>Well, orange and red colours are much more commonly produced by all mammals.6 You might have noticed that no mammals have naturally green coats. Tigers can live in a range of environments, including the Siberian taiga, swamps, grasslands, and rainforests. They can be found anywhere from the Russian Far East to parts of North Korea, China, India, and Southwest Asia to the Indonesian island of Sumatra. When she’s not working or writing, Erica enjoys spending time with her husband, their son, and their six cats and three dogs. Support organizations like the Smithsonian’s National Zoo and Conservation Biology Institute that research better ways to protect and care for this animal and other endangered species. The demand for tiger bones and other body parts used in traditional Asian medicines is also contributing to the tiger&#8217;s decline.</p>
<p>Despite facing severe threats from human activities, conservation efforts offer hope for the future of this magnificent species. The tiger’s survival depends on continued global commitment to protect its habitat and reduce poaching, ensuring that future generations can witness the majesty of this great cat in the wild. For decades, Smithsonian Conservation Biology Institute scientists have studied tigers to understand their behavioral ecology and the most effective ways to protect them. They support efforts to stop poaching and trafficking, reduce human-tiger conflict, improve management practices in tiger habitats and protect Asian forests where tigers live. There are numerous threats to tiger survival, including human-animal conflict driven by human overpopulation, poaching for use in traditional medicines and the destruction and fragmentation of habitat.</p>
<p>These tigers have adapted by developing thicker fur and larger body sizes, which help them retain heat and conserve energy during the harsh winters. Female tigers are responsible for raising their cubs alone, and the bond between a mother and her cubs is strong during the early years. Cub mortality is high, with only about half of wild tiger cubs surviving due to predation, disease and lack of food. In the last century, tigers have become extinct in Singapore, Bali, Java, Hong Kong, Vietnam, Laos and Cambodia. Since 1999, the wild tiger population has decreased somewhere between 22% and 63%, and their range has contracted by about 50% in that time.19 Tigers now occupy less than 7% of their historical range.</p>
<p>Captive tigers, such as those in zoos and sanctuaries, also play a role in conservation by raising awareness and contributing to breeding programs. However, the ultimate goal is to ensure that wild tiger populations can thrive in their natural habitats without human intervention. The Indo-Chinese (P. tigris corbetti), and Sumatran (P. tigris sumatrae) tigers are bright reddish tan, beautifully marked with dark, almost black, vertical stripes. The underparts, the inner sides of the limbs, the cheeks, and a large spot over each eye are whitish.</p>
<p>The normal litter size is two to four, though up to seven cubs have been recorded. They are born blind, and, even when their eyes open, opacity prevents clear vision for six to eight weeks. There is thus a long period of weaning, tutelage, and training during which cub mortality is high, especially if food is scarce. During this time, the offspring must endure long periods of absence by the mother while she is away hunting. Weaker cubs get less food because of the aggressiveness of their stronger siblings as food is less frequently made available. The cubs remain with the mother until about the second year, when they are nearly adult and are able to kill prey for themselves.</p>
<p>The tiger is now legally protected throughout its range, but law enforcement is not universally effective. Nepal, Malaysia, and Indonesia have set up a string of national parks and sanctuaries where the animal is effectively protected; Thailand, Cambodia, and Vietnam are pursuing the same course. China, the only country with three subspecies of tigers, is also giving special attention to conservation. In Russia, where poaching seriously endangered the Siberian tiger, concentrated effort and effective patrolling have resulted in a revival of the subspecies.</p>
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		<title>Tips On How To Calculate Cost Of Goods Offered In Your Corporation</title>
		<link>http://www.coel.com.pl/coel-wp/?p=2999</link>
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		<pubDate>Sat, 14 Jun 2025 00:40:27 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.coel.com.pl/coel-wp/?p=2999</guid>
		<description><![CDATA[You can do it on a spreadsheet or have your tax skilled assist you to. Ending stock prices could be decreased for damaged, worthless, or obsolete inventory. For nugatory stock, you should provide evidence that it was destroyed. The Means To Calculate Fifo Price Of Goods Offered Step By Step Be Taught extra about our&#8230;]]></description>
				<content:encoded><![CDATA[<p>You can do it on a spreadsheet or have your tax skilled assist you to. Ending stock prices could be decreased for damaged, worthless, or obsolete inventory. For nugatory stock, you should provide evidence that it was destroyed.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="405px" alt="determining cost of goods sold" 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"/></p>
<h2>The Means To Calculate Fifo Price Of Goods Offered Step By Step</h2>
<ul>
<li>Be Taught extra about our full course of and see who our partners are here.</li>
<li>Depending on your business and objectives, you could decide to calculate COGS weekly, monthly, quarterly, or annually.</li>
<li>Preserving monitor of overhead is essential to understanding the complete cost of operating your business.</li>
<li>As Quickly As you’ve got a clear deal with on your COGS, you presumably can establish prices that permit you to acquire a strong revenue that goes beyond simply masking your prices.</li>
<li>In most circumstances, administrative bills and marketing costs usually are not included, although they are an essential side of the business and sales because they are indirect costs.</li>
</ul>
<p>You most probably will need a tax skilled to calculate COGS for your business earnings tax return. However you must know the information wanted for this calculation, so you&#8217;ll have the ability to collect all the knowledge to include in this report. To figure out your common value per unit you&#8217;d divide the whole stock ($2,425) by the total variety of units (450). Make sure you might have a course of for monitoring all buy invoices and receipts.</p>
<h2>Excluded From Cogs:</h2>
<p>As you can see, calculating your COGS accurately is critical to running your small business. Learn extra about the most effective enterprise accounting software obtainable to you and uncomplicate your small business accounting at present. Under the LIFO method, you promote the most recent goods you bought or manufactured. Learn tips on how to calculate the value of items sold utilizing the COGS method. For instance, let’s say your price of goods offered for Product A equals $10.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="407px" alt="determining cost of goods sold" 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"/></p>
<h2>What Are Lease Journal Entries: Types, Requirements &amp; Calculating Steps</h2>
<p>It only accounts for the cost to buy or manufacture inventory offered in a given time-frame. COGS is a business and sales metric that determines the value of stock bought (and created, if you’re the manufacturer) in a particular time. The method appears in any respect prices instantly related to your inventory, including uncooked supplies, transportation, storage, and direct labor for producers.</p>
<div style='text-align:center'><iframe width='567' height='315' src='https://www.youtube.com/embed/O_RtmfWvEoY' frameborder='0' alt='determining cost of goods sold' allowfullscreen></iframe></div>
<p>Our content material isn&#8217;t meant to provide legal, funding or monetary recommendation or to point that a selected Capital One services or products is on the market or best for you. Nothing contained herein shall give rise to, or be construed to provide rise to, any obligations or liability in any respect on the a half of Capital One. For specific advice about your distinctive circumstances, think about talking with a qualified professional. Products and providers are provided by Capital One, N.A., Member FDIC.</p>
<p>Grouping stock entails categorizing gadgets by attributes such as product kind, size, or batch. This simplifies tracking stock movements and applying the proper cost to each sale. For occasion, a retailer may group clothes by seasonal collections, guaranteeing gadgets from the same purchase batch are evaluated together for COGS calculations. The price of goods sold is considered an expense when taking a look at monetary statements. That&#8217;s as a outcome of it is one of many prices of doing enterprise and generating income. Ending stock prices are usually decided by taking a physical stock of products or by estimating.</p>
<p>The company’s COGS for the month is $60,000, representing the value of materials used to fabricate and sell the furniture. Throughout the year, it purchases $15,000 price of extra inventory. Finally, the business’s stock value subtracts from the beginning value and prices. This will provide the e-commerce web site with the exact price of products bought for its enterprise. Poor assessment of your COGS can impact how a lot tax you’ll pay or overpay. It can even impression your borrowing capacity when you are ready to scale up your business.</p>
<p>Overhead expenses hold your corporation operating, regardless of how much you produce or promote. While COGS changes with how much you make, overhead tends to stay relatively regular. During the month, you buy a further $3,000 value of latest inventory. By the top of the month, you have $4,000 worth of inventory left.</p>
<p>Slate can provide the support and insights you should streamline your accounting processes, put together full and correct monetary reports <a href="https://www.online-accounting.net/how-to-calculate-cost-of-goods-sold/">determining cost of goods sold</a>, and make knowledgeable financial decisions. Enterprise News Daily provides sources, recommendation and product critiques to drive business growth. Our mission is to equip business homeowners with the data and confidence to make knowledgeable choices. As a part of that, we recommend products and services for his or her success.</p>
<p>When stock is artificially inflated, COGS might be under-reported, which, in turn, will lead to a higher-than-actual gross profit margin and therefore, an inflated web revenue. Examples of pure service companies include accounting corporations, law places of work, real property&nbsp;appraisers, business consultants, and professional dancers, among others. Even though all of these industries have&nbsp;business expenses&nbsp;and usually spend money to supply their companies, they don&#8217;t record COGS. Instead, they have what is called &#8222;price of companies <a href="https://www.online-accounting.net/">https://www.online-accounting.net/</a>,&#8221; which doesn&#8217;t depend in direction of a COGS deduction.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.coel.com.pl/coel-wp/?feed=rss2&#038;p=2999</wfw:commentRss>
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		<title>Encumbrance In Fund Accounting Nonprofit Glossary</title>
		<link>http://www.coel.com.pl/coel-wp/?p=2931</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=2931#comments</comments>
		<pubDate>Mon, 05 May 2025 23:47:28 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.coel.com.pl/coel-wp/?p=2931</guid>
		<description><![CDATA[Errors in tracking encumbrances can lead to overspending or failure to satisfy monetary obligations. By evaluating budgeted encumbrances with actual spending, organizations can assess the effectivity and effectiveness of their financial planning. This analysis can reveal insights into spending patterns, procurement processes, and the accuracy of economic forecasting, which may inform future budgeting selections and&#8230;]]></description>
				<content:encoded><![CDATA[<p>Errors in tracking encumbrances can lead to overspending or failure to satisfy monetary obligations. By evaluating budgeted encumbrances with actual spending, organizations can assess the effectivity and effectiveness of their financial planning. This analysis can reveal insights into spending patterns, procurement processes, and the accuracy of economic forecasting, which may inform future budgeting selections and adjustments. When these programs’ collections exceed their spending, the Treasury uses the excess money flows to fund other federal activities, and the belief funds are credited with a corresponding amount of Treasury securities.</p>
<ul>
<li>As budgets became extra complex, the need for a system to track commitments and stop overspending grew.</li>
<li>I&#8217;m Barbara, a seasoned professional in funding strategies with a passion for serving to people navigate the complexities of economic markets.</li>
<li>If encumbrances usually are not managed properly, they may stay on the books lengthy after a project is completed or canceled.</li>
<li>Authorization acts and appropriation acts provide the legal authority for the government to operate and fund packages or activities.</li>
<li>For instance, if a nonprofit group receives grants from multiple donors to fund specific projects, modified accrual accounting ensures that these funds are properly allocated to their meant purposes.</li>
</ul>
<p>Encumbrances are accounted for in the stability sheet as reserved fund balances and can be adjusted or carried ahead at the end of a monetary yr. This helps you accurately report monetary data on the finish of the yr by verifying them and adjusting encumbrances towards POs or different paperwork. For occasion, using accounting software program that automatically updates encumbrances when purchase orders are created or modified can streamline the process and minimize the chance of discrepancies. These implications highlight the twin nature of encumbered property – they could be a priceless device for securing financing. Nonetheless, they can additionally restrict the liberty and liquidity of asset homeowners until the monetary obligations are fulfilled. The presence of encumbered property has important implications for both individuals and companies.</p>
<p>One often overlooked but important component in this domain is the reserve for encumbrances. This idea plays a big position in guaranteeing that funds are appropriately allocated and managed, preventing overspending and promoting fiscal accountability. The encumbrance accounting entry is finished for funds set aside for future expenses that are liable to be paid.</p>
<h2>Exploring Encumbered Amounts</h2>
<p>Encumbered funds are often <a href="https://www.online-accounting.net/">https://www.online-accounting.net/</a> recognized in budgeting as they affect an organization’s monetary flexibility. Non-profit organizations, then again, might observe the Monetary Accounting Requirements Board (FASB) guidelines, which additionally emphasize the importance of transparency and accountability. These standards require that encumbrances be disclosed in the notes to the financial statements, offering stakeholders with detailed information about the nature and quantity of the commitments. This level of disclosure helps in constructing trust and confidence among donors, grantors, and other stakeholders, because it demonstrates that the group is managing its sources responsibly.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="402px" alt="define encumbered funds" 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"/></p>
<p>The reserve for encumbrances is a elementary tool in budgetary control, serving as a safeguard in opposition to fiscal mismanagement. By earmarking funds for particular functions, organizations can make sure that their budgets are adhered to more rigorously. This practice helps in preventing the widespread pitfall of overspending, which might result in monetary instability. For instance, a municipal authorities that sets aside funds for street repairs can avoid the chance of diverting these funds to other tasks, thereby making certain that essential infrastructure maintenance just isn&#8217;t neglected.</p>
<div style='text-align:center'><iframe width='563' height='317' src='https://www.youtube.com/embed/YhGuf1znde4' frameborder='0' alt='define encumbered funds' allowfullscreen></iframe></div>
<h2>What&#8217;s The Difference Between An Encumbrance And An Expense?</h2>
<p>Encumbrance accounting or commitment accounting is a budgetary management method used to guarantee that cash is set aside for future monetary expenses or commitments. Understand the position of encumbered funds in efficient monetary planning and the way they affect budgeting and public finance administration. Offsetting collections are used for particular spending applications and are credited to the accounts that report outlays for such applications.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="404px" alt="define encumbered funds" 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"/></p>
<p>As Soon As the expense occurs, the encumbrance is reversed and replaced with the precise expenditure entry. Organizations must also set clear insurance policies for when to encumber funds, tips on how to doc them, and how to review them often. If a project supervisor needs to know how a lot is left in their budget, they can rapidly verify what has been encumbered versus what is still out there.</p>
<p>Setting up an effective encumbrance system is crucial for organizations to regulate their spending and ensure accurate monetary reporting. An encumbrance system helps in monitoring commitments made for future bills, allowing organizations to manage their budgets effectively and avoid overspending. From the angle of economic managers, an environment friendly encumbrance system supplies real-time visibility into dedicated funds, enabling them to make informed selections about resource allocation. On the opposite hand, department heads benefit from such a system as it helps them plan and prioritize their expenditures within the allotted finances. In this section, we will explore the steps concerned in setting up an efficient encumbrance system that aligns with modified accrual accounting principles.</p>
<p>This helps improve transparency between departments and ensures each penny has been accounted for with a buy order. Encumbrance also lets you <a href="https://www.online-accounting.net/what-does-encumbered-mean-in-accounting/">define encumbered funds</a> take control of your funds and prevent fraud from occurring. Encumbrance helps you rapidly check funds available for spending and what quantity of funds have been put aside for other expenses.</p>
<p>This involves debiting the budgetary control account and crediting the encumbrance account, thereby releasing the funds from their reserved status. Subsequently, the precise expenditure is recorded by debiting the suitable expense account and crediting accounts payable or cash, depending on whether or not the fee has been made. One of the first challenges organizations face is transitioning from a cash basis accounting system to modified accrual accounting. This shift requires a fundamental change in recording monetary transactions, as it involves recognizing revenues when they&#8217;re measurable and obtainable, rather than when they are received. Equally, expenses must be recorded when they are incurred, rather than when they are paid. To address this problem, organizations should spend cash on comprehensive coaching programs for their finance groups to ensure a smooth transition.</p>
]]></content:encoded>
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		<title>Explore QuickBooks Desktop solutions</title>
		<link>http://www.coel.com.pl/coel-wp/?p=3016</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=3016#comments</comments>
		<pubDate>Mon, 17 Mar 2025 17:45:32 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.coel.com.pl/coel-wp/?p=3016</guid>
		<description><![CDATA[An expert can guide you through QBO setup and answer questions based on the information you provide; some bookkeeping services may not be included and determined by the expert. For more information about Expert Assisted, refer to the QuickBooks Terms of Service. QuickBooks Online is a subscription-based product that gives you the freedom to work&#8230;]]></description>
				<content:encoded><![CDATA[<p>An expert can guide you through QBO setup and answer questions based on the information you provide; some bookkeeping services may not be included and determined by the expert. For more information about Expert Assisted, refer to the QuickBooks Terms of Service. QuickBooks Online is a subscription-based product that gives you the freedom to work on the go. You can access and sync data across all your devices – computer, tablet and smartphone. Your data is securely backed up and you have instant access to the latest product and feature updates. Additionally, you can connect QuickBooks Online to over 300 apps you already use, and save even more time.</p>
<p>QuickBooks reserves the right to change pricing, features, support and service at any time. We’re here to make migrating your desktop data and getting to know QuickBooks Online as seamless as possible. Easily do it yourself, or get help from a specialist if you have questions. We also offer expert-led webinars, easy-to-use guides, and free phone and chat support. Yes, you&#8217;re free to switch QuickBooks Online plans or cancel at any time. QuickBooks Live customers may cancel plans at any time.</p>
<h2>Trusted by millions of businesses worldwide</h2>
<p>Your access to the various AI agents depends on your plan. Best for freelancers or businesses just starting out. Yes, you can invite an accountant to collaborate with you for free with QuickBooks Online. Once they accept your invitation, they can work in your account. Use the apps you know and love to keep your business running smoothly. Access Intuit tools, a personalized business feed, and a team of Live experts and AI agents—all from one intuitive dashboard.</p>
<h2>Simple Start</h2>
<p>The Accounting Agent uses business data you provide to make tailored recommendations. To get started, connect your business bank accounts and credit cards so data moves automatically into QuickBooks. If you’re on a Plus or higher plan, the agent will reconcile your books each month and flag possible anomalies in your balance sheet and profit and loss. Expert Assisted is a monthly subscription service that requires a QBO subscription and provides expert help to answer your questions related to the books that you maintain full ownership and control.</p>
<h2>Effortless business</h2>
<p>It only takes about five minutes to get up and running, once you sync your bank or credit card transactions to QuickBooks Online. Discover how integrated payroll apps can save you and your clients hours of admin. Check out PaySpace for Africa and HReasily for Asia. Whether they work in-house or externally, accountants can use QuickBooks to automate and simplify tedious tasks and gain deep insights to drive growth for your business. If you run your own accounting practice, check out QuickBooks Online Accountant.</p>
<p>As a small business owner, there’s a chance you’re using artificial intelligence (AI) to help with digital tasks and make your business more productive. Set up auto-pay for your team and rest easy with taxes calculated for you. Free up more time by tracking and paying bills and getting insights all in QuickBooks. Access AI technology to generate invoices, schedule payments, and categorize expenses. It&#8217;s intuitive, well-organized, and accurate to my needs.</p>
<ul>
<li>You can start a chat with us in the chat box on the right, if you want us to help you decide what is the best plan for you.</li>
<li>All your data is in one place so you’ll always have access to the latest data even with multiple collaborators like your bookkeeper or your accountant.</li>
<li>In the cloud, you have access to your business data any where with an internet connection, on any device.</li>
</ul>
<p>There are apps that integrate with it, you can log in on your phone, and the data is easily accessible to both the client and the accounting team. Start with a free 30-day trial today to start exploring all the benefits of managing your business online. QuickBooks Online mobile access is included with your QuickBooks Online subscription at no additional cost. All of your bank and credit card transactions automatically sync to QuickBooks to help you seamlessly track income and expenses. The software works very smoothly and is very intuitive.</p>
<h2>Choose QuickBooks Desktop for more productivity</h2>
<ul>
<li>All data transferred online is protected with 128-bit SSL encryption.</li>
<li>In some cases, your cleanup may take longer depending on timeliness of documentation and the complexity of your books.</li>
<li>QuickBooks connects your accounts and tools to give you the full picture of your business in one place, so you’re always in control and prepared to take the next step.</li>
<li>Discover how integrated payroll apps can save you and your clients hours of admin.</li>
<li>There is no need to download QuickBooks Online because it is connected to the cloud, which means you can access online accounting from any device with an internet connection.</li>
</ul>
<p>Advanced Reporting is included in all QuickBooks Desktop Enterprise subscriptions. QuickBooks and Intuit are a technology company, not a bank. Banking services provided by our partner, Green Dot Bank, Member FDIC. Because QuickBooks Online is connected to the cloud, you can work from any device with an internet connection. Stay in sync with the QuickBooks mobile app and work where you want.</p>
<p>Our range of simple, smart accounting software solutions can help you take your business to the next level. Once you&#8217;ve chosen your plan, there&#8217;s no hidden fees or charges. A Live Bookkeeper cannot begin cleaning up your past books until they receive the required supporting documentation, which your bookkeeper will request from you after your first meeting. Once your bookkeeper receives all the necessary documentation, they’ll typically complete your cleanup within 30 days. In some cases, your cleanup may take longer depending on timeliness of documentation and the complexity of your books.</p>
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<h2>QuickBooks Time</h2>
<p>We offer flexible plans and pricing to meet your needs and budget. Whether you just want help tracking receipts or you’re looking to automate complex workflows and support a large team, we have options for you. QuickBooks connects your accounts and tools to give you the full picture of your business in one place, so you’re always in control and prepared to <a href="https://www.quickbooks-payroll.org/quickbooks-learn-support-online/">quickbooks learn and support online</a> take the next step. QuickBooks gives us real-time insight into our business operations and I appreciate that as it allows us to be more productive. Advanced Inventory is included in the Platinum and Diamond subscriptions only.</p>
<p>Send invoices, run reports, and get mobile alerts for key events—all on your smartphone. Subscription clients in QuickBooks Desktop 2023 (R1) or older versions will need to update to the latest 2023 (R3) version before their subscription expires. The Reyes family have always had their own businesses &#8211; ranging from sports and food, to now, furniture and upholstery.</p>
<h2>Automate your Payroll</h2>
<p>You can download the QuickBooks online mobile app from the Google Play Store or Apple App Store. Online accounting software is sometimes called ‚cloud-based software’. It allows users to create, store and send invoices from any device. You don&#8217;t need anything saved on your computer, and there are no disks to load. Simply log in on a web browser and jump right into your QuickBooks online account. Your personal data and settings are right there, stored safely in ‚the cloud’.</p>
<p>It only takes a few minutes to get up and running once you connect your bank account to QuickBooks. You can also sign up for a one-time expert setup with a Live Bookkeeper to get started on the right foot. A certified bookkeeper will help you set up your chart of accounts according to your needs, help connect your bank accounts, and show you how to automate the processes you perform most. In the cloud, you have access to your business data any where with an internet connection, on any device.</p>
<p>One of the most straightforward accounting software I have used. Everything is organized in its place the way it should be. I appreciate how it tracks clients/customers, tracks payments, and keeps running calculations of what is due and when. Run and grow your business, unlock deeper insights, and work like you have a larger team behind you with the #1 accounting software for small business. Advanced Pricing / Control, customize, and automate pricing is included in the Platinum and Diamond subscriptions only.</p>
<p>We take pride in providing exceptional customer service support. We offer free set up sessions with our QuickBooks experts to help you get started with your account. In addition, we have 24/7 chat with our dedicated team, who are alsways ready to assist you with any questions or concerns you may have. QuickBooks is an easy-to-use accounting software that can help you automate tasks such as bookkeeping, invoicing, expense tracking, inventory management and more. We have been an industry leader for 40 year and are trusted by over 7 million customers globally.</p>
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		<title>Debt ratio Wikipedia</title>
		<link>http://www.coel.com.pl/coel-wp/?p=698</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=698#comments</comments>
		<pubDate>Wed, 22 Jan 2025 08:58:49 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.coel.com.pl/coel-wp/?p=698</guid>
		<description><![CDATA[The growth of state spending on servicing the debt has been one the threats cited by the government. By comparison, the debt-to-GDP ratio was at 57.8 percent in 1995, but financial crises, the Covid pandemic and high inflation have fuelled its rise. Dave’s Guitar Shop is thinking about building an addition onto the back of&#8230;]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="what is debt ratio" 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"/></p>
<p>
<p>The growth of state spending on servicing the debt has been one the threats cited by the government. By comparison, the debt-to-GDP ratio was at 57.8 percent in 1995, but financial crises, the Covid pandemic and high inflation have fuelled its rise. Dave’s Guitar Shop is thinking about building an addition onto the back of its existing building for more storage.</p>
</p>
<p>
<ul>
<li>A lower debt ratio usually implies a more stable business with the potential of longevity because a company with lower ratio also has lower overall debt.</li>
<li>Total liabilities, the numerator, encompasses all of a company’s financial obligations.</li>
<li>Each ratio offers valuable insights into specific aspects of the company’s financial health, helping stakeholders make informed decisions.</li>
<li>This provides a clearer picture of the cash actually available to service debt.</li>
</ul>
<p>
<p>This allows businesses to fund expansion projects more quickly than might otherwise be possible, theoretically increasing profits at an accelerated rate. Because debt is inherently risky, lenders and investors tend to favor businesses with lower D/E ratios. For shareholders, it means a decreased probability of bankruptcy in the event of an economic downturn. A company with a higher ratio than its industry average, therefore, may have difficulty securing additional funding from either source.</p>
</p>
<p>
<h2>Why not just use operating cash flow?</h2>
</p>
<p>
<p>In today’s dynamic business environment, where uncertainty and volatility are constants, the ability to navigate financial complexities with confidence is invaluable. Debt ratio analysis empowers individuals and organizations to assess risk, seize opportunities, and optimize financial performance. By applying the principles outlined in this guide, stakeholders can enhance their financial acumen, make sound investment decisions, and build resilient, thriving businesses. Effectively managing debt ratio is essential for maintaining financial stability, reducing risk, and optimizing capital structure. Let’s explore several strategies that companies can employ to manage their debt ratios proactively. By understanding these examples, you gain practical insight into how debt ratio calculations can vary based on a company’s financial structure and debt levels.</p>
</p>
<p>
<ul>
<li>One of the most commonly used ratios alongside the debt ratio is the debt-to-equity ratio.</li>
<li>No firm wants to be overloaded with borrowings that could bury them during hard times.</li>
<li>It is calculated by dividing a company’s total liabilities by its total assets.</li>
<li>Armed with this knowledge, stakeholders can make more informed decisions, mitigate financial risks, and drive sustainable growth.</li>
</ul>
<p>
<h2>Importance of debt to EBITDA ratio</h2>
</p>
<p>
<p>In this example, Company B has a higher debt ratio of 25% compared to Company A’s ratio of 20%. This indicates that Company B is more highly leveraged and has taken on more debt relative to the size of its assets and equity. However, that&#8217;s not always a certainty—it&#8217;s a balance game, as we&#8217;ll explore next in the factors influencing an optimal debt ratio. Analyzing debt ratio trends over multiple periods provides insights into a company’s evolving financial strategy and risk management <a href="https://www.accountingcoach.com/blog/debt-ratio">what is debt ratio</a> practices. Debt reduction techniques focus on lowering overall debt levels to improve debt ratios and enhance financial flexibility. The interest coverage ratio evaluates a company’s ability to meet its interest obligations on outstanding debt.</p>
</p>
<p>
<p>Put the details in the respective boxes and calculate the ratio instantly. The company must also hire and train employees in an industry with exceptionally high employee turnover, and adhere to food safety regulations for its approximately 18,253 stores.</p>
</p>
<p>
<p>For example, airline companies may need to borrow more money, because operating an airline requires more capital than a software company, which needs only office space and computers. It is important to evaluate industry standards and historical performance relative to debt levels. Many investors look for a company to have a debt ratio between 0.3 (30%) and 0.6 (60%). There is our industry benchmarking calculated using US SEC data, where you can find average values for debt ratios.</p>
</p>
<p>
<p>Whether this is “good” varies based on industry benchmarks and the company’s specific circumstances. But generally a debt ratio of 0.4 or below is considered to be favorable and as it suggests a lower reliance on debt. A strong or weak debt ratio cannot be judged in isolation – it should be compared to industry benchmarks.</p>
</p>
<p>
<p>While a higher ratio can be acceptable, carefully analyzing the company’s ability to generate sufficient cash flows to service the debt is essential. There are several different leverage ratios that may be considered by market analysts, investors, or lenders. Some accounts that are considered to have significant comparability to debt are total assets, total equity, operating expenses, and incomes.</p>
</p>
<p>
<p>This ratio provides insight into the company’s financial leverage and potential financial risk. Debt ratio, also known as the debt-to-assets ratio, is a financial metric used to measure the proportion of a company’s assets that are financed by debt. It provides insight into the extent to which a company relies on debt financing to support its operations and investments. The debt ratio is calculated by dividing total debt by total assets and is expressed as a percentage or a decimal.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="what is debt ratio" 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"/></p>
<p>
<p>A portion of these returns is typically plowed back into investment into new assets. Then the cycle of generating good earnings and cash flow returns on assets begins again. Our next step is to delve into industry-specific insights regarding debt ratios.</p>
</p>
<p>
<p>Essentially, leverage adds risk, but it also creates a reward if things go well. The yield on 10-year sovereign bonds exceeded 3.6 percent this week, the highest since March and approaching the same level as Italy, long seen as a budget laggard in Europe. The government spent just two percent of the country&#8217;s GDP on interest payments last year, the groups said in a joint column in Le Monde newspaper. More debt means more of the country&#8217;s taxpayer money goes into paying interest to creditors.</p>
</p>
<p>
<p>A company’s debt ratio tells the amount of leverage it’s using by comparing its debt and assets. It is calculated by dividing total liabilities by total assets, with higher ratios indicating higher degrees of debt financing. Debt ratios vary greatly among industries, so when comparing them from one company to the other, it’s important to do so within the same industry. By analyzing key debt ratios like debt-to-asset, debt-to-equity, debt-to-capital, and debt-to-EBITDA, investors assess a company’s financial leverage, risk, and ability to service its debts. Comparing ratio trends over time and against industry averages provides crucial insights into a company’s financial health and the risk-reward profile of its stock. Regularly evaluating debt ratios is an important part of prudent stock analysis and investment selection.</p>
</p>
<p>
<p>This ratio measures how much of a company’s assets are financed through debt. Understanding these different types of debt ratios provides a comprehensive view of a company’s financial leverage, solvency, and ability to manage debt effectively. Each ratio offers valuable insights into specific aspects of the company’s financial health, helping stakeholders make informed decisions.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.coel.com.pl/coel-wp/?feed=rss2&#038;p=698</wfw:commentRss>
		<slash:comments>0</slash:comments>
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		<item>
		<title>FREE Redesign for OX_TARGET and QB-TARGET FiveM Releases Cfx re Community</title>
		<link>http://www.coel.com.pl/coel-wp/?p=3076</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=3076#comments</comments>
		<pubDate>Tue, 14 Jan 2025 09:25:24 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.coel.com.pl/coel-wp/?p=3076</guid>
		<description><![CDATA[We didn’t create the script from scratch; it’s a default from OX or QB. We’ve just redesigned it slightly to seamlessly integrate with CodeForge scripts. This would be cool to see as a paid release that supports many jobs other then just burgershot. Our team is currently not working on qbcore and we are looking&#8230;]]></description>
				<content:encoded><![CDATA[<p>We didn’t create the script from scratch; it’s a default from OX or QB. We’ve just redesigned it slightly to seamlessly integrate with CodeForge scripts. This would be cool to see as a paid release that supports many jobs other then just burgershot. Our team is currently not working on qbcore and we are looking into it. It is open source so anyone can modify it and make it for qbcore, but maybe in future we will also add qbcore functionality. The successor to qtarget, focused on improving functionality and performance at the cost of compatibility.</p>
<p>Use the groups property to compare against a group, job or gang (framework-dependant). New pieces &amp; style perfect for a fall reset designed by Shea McGee. A new collection of fall style designed in collaboration with Chip &amp; Joanna Gaines.</p>
<h2>Fall style arrivals</h2>
<p>The Sit on every chair script allows players to seamlessly sit on any chair or seating object in the game. This script is compatible with both the ox_target and qb_target systems, giving server owners the flexibility to choose which targeting framework to use. Features don’t exist or are implemented in completely different ways.</p>
<h2>How can I check if a player has a job/gang?</h2>
<p>I noticed that after stand up, all chairs can be pushed away by players. Nothing is broken, only the HTML folder has been touched xD, you can even replace just the HTML if you want. Couldn’t care less about qbus and its ecosystem, if people want to PR they can; I’m not wasting my time. Partial compatibility is already there if you look, but it is not and will not ever be a drop-in replacement.</p>
<h2>Halloween Decor</h2>
<p>To keep it short, the update should be ready in 2 days since we’re currently focused on releasing another script, and after that, we’ll fix the bugs in this code as well. Contribute to C0deForge/qb-target development by creating an account on GitHub. Contribute to C0deForge/ox_target development by creating an account on GitHub.</p>
<ul>
<li>Style your space for Halloween &#038; fall with bath decor from $5.</li>
<li>There is partial compatibility included but it does not and will not ever cover 100% of cases.</li>
<li>If you want to make it work on nd_core it will not be that hard since there are just a few things using ESX like for checking job, callbacks and adding items.</li>
<li>To keep it short, the update should be ready in 2 days since we’re currently focused on releasing another script, and after that, we’ll fix the bugs in this code as well.</li>
</ul>
<h2>Registry &amp; Wish List</h2>
<p>We’re working on multiple paid scripts at once, so we don’t have the time to update free scripts quickly, but we’re doing our best. As mentioned previously, ox_target has been rewritten entirely purposefully drops compatibility with qtarget. There is partial compatibility included but it does not and will not ever cover 100% of cases. Of course, we have a discord, you can find it on our Neveradev tebex in about section, but it’s mainly used for support, and we also have channels for announcements.</p>
<p>Some qtarget resources will constantly re-register options on a target, which works because options are stored by name; on ox_target that results in hundreds of options. I’d also bump the previous comment &#8211; backwards compatibility with qTarget would be good to be provided. Most actually well-written scripts (which is… not many) will give players the option to configure that to your target system, but most scripts overall &#8211; won’t.</p>
<ul>
<li>We are aware of the problems with the chair where there are multiple seating spots that don’t work as they should.</li>
<li>Features don’t exist or are implemented in completely different ways.</li>
<li>I really don’t recommend using such outdated versions though.</li>
<li>This would be cool to see as a paid release that supports many jobs other then just burgershot.</li>
<li>We’ve just redesigned it slightly to seamlessly integrate with CodeForge scripts.</li>
<li>Our team is currently not working on qbcore and we are looking into it.</li>
</ul>
<h2>Fresh fall ’fits for all</h2>
<p>Our team is not planning to work for nd_core or qbcore at this time, but that’s why it is open source and everyone can modify it. If you want to make it work on nd_core it will not be that hard since there are just a few things using ESX like for checking job, callbacks and adding items. The original author of qtarget left FiveM right after releasing it, with many features scrapped or untested. Since it was supposed to be mostly compatible with bt-target it kept many of its flaws, and the resource was mostly abandoned as I worked on other projects. Rather than hacking <a href="https://www.adprun.net/target-costing-and-how-to-use-it/">target costing and how to use it</a> my way through the spaghetti that makes up qtarget, I started completely fresh with only a list of features. We honestly plan to update this script because it’s an old project of ours that we never completed.</p>
<p>We are aware of the problems with the chair where there are multiple seating spots that don’t work as they should. There’s also a problem when a person presses X (it messes up the gravity or something similar) along with a few other minor issues. Probably works, there’s barely anything framework-dependant. I really don’t recommend using such outdated versions though. Whenever you hover over something that has an action &#8211; give it an outline and change the color of the eye as to signalize that you can take some action here. I have seen it on some servers and it worked beautifully &#8211; if you do have the time, that’s a suggestion/request I’d make.</p>
<p>Style your space for Halloween &amp; fall with bath decor from $5. From flannel bedding to decorative pillows, explore the warmth &amp; style of the season.</p>
<h2>Our other PAID scripts:</h2>
<p>When there’s an update, we’ll post it in this thread, and you should receive a notification. You have to change some things also in the client to get the config. We have only modified the layout and added a config, where you can easily change the colours. Unfortunately we will not open tebex shop but we will make this in next update! If you want to support us you can through our discord or github.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.coel.com.pl/coel-wp/?feed=rss2&#038;p=3076</wfw:commentRss>
		<slash:comments>0</slash:comments>
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		<item>
		<title>SaaS Bookkeeping Made Easy: Tips for Success</title>
		<link>http://www.coel.com.pl/coel-wp/?p=2746</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=2746#comments</comments>
		<pubDate>Wed, 21 Aug 2024 14:55:06 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.coel.com.pl/coel-wp/?p=2746</guid>
		<description><![CDATA[Using the right tools can make accounting more efficient and reduce manual errors. Record revenue as each performance obligation is fulfilled, reflecting the transfer of control. At any moment, executives or team members may own public or private stock in any of the third party companies we mention. We recommend using an existing financial model&#8230;]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/dreamstime_s_107963128-550x366-min-300x185.jpg" width="256px" alt="saas bookkeeping"/></p>
<p>Using the right tools can make accounting more efficient and reduce manual errors. Record revenue as each performance obligation is fulfilled, reflecting the transfer of control. At any moment, executives or team members may own public or private stock in any of the third party companies we mention. We recommend using an existing financial model template as a base instead of starting from scratch. Once you have a template, incorporate your actual financial results into it to ground your projections in reality.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/934f920e-0fdf-4cf5-be0a-3b6292766314.jpg" width="250px" alt="saas bookkeeping"/></p>
<h2>Best AI Voice Agents for Sales and Customer Service: Plura vs Retell vs Vapi (2025 Guide)</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/03/difference-between-budget-scaled-1-300x200.jpeg" width="257px" alt="saas bookkeeping"/></p>
<p>CAC measures the total cost of acquiring a new customer, including marketing and sales expenses. <a href="http://ptawd.com/2023/02/07/how-much-does-a-cpa-cost-a-breakdown-of-typical/">http://ptawd.com/2023/02/07/how-much-does-a-cpa-cost-a-breakdown-of-typical/</a> It’s crucial for assessing the efficiency of a company’s growth strategy and determining the break-even point for customer relationships. Revenue recognition in SaaS differs significantly from traditional models. Instead of recognizing revenue at the point of sale, SaaS companies recognize it over the subscription period, aligning with the service delivery model. The best method for your company will depend on the size and complexity of your business, so it’s worth consulting a professional accountant before deciding.</p>
<ul>
<li>Generally Accepted Accounting Principles (GAAP) provide a standardized framework for financial reporting.</li>
<li>Wave is a cloud-based accounting tool built specifically for early-stage startups and entrepreneurs.</li>
<li>Costs like customer acquisition and ongoing service delivery are significant for SaaS businesses and require careful monitoring.</li>
<li>To explore these concepts in SaaS accounting, this written tutorial and video will walk you through revenue recognition and cash collection.</li>
<li>The alternative for most other countries is the International Financial Reporting Standards (IFRS), which is regulated by the International Accounting Standards Board (IASB).</li>
<li>Invest in robust accounting software and consider partnering with experts who understand the nuances of SaaS revenue recognition.</li>
</ul>
<h2>Best for Free Accounting Software</h2>
<p>As accounts receivable are collected, the accounts receivable balance is credited, and cash is debited. To run your business well, SaaS companies need <a href="https://www.youtube.com/results?search_query=retained+earnings">retained earnings</a> to  understand cash timing and their burn rates by forecasting and tracking their cash flows and expenses for cash management and financing purposes. And study your cash flow statements for issues and business trends relating to cash.</p>
<h2>Implementation Best Practices</h2>
<p>Just like the bookkeeping firm that also handles your fractional FP&amp;A or CFO work. With a department or dimensional structure, we maintain our COA with unique GL accounts. But we segment wages by department by coding wages to the “wage GL” and then to the Class or dimension level. For example, I often see all employee wages coded to a non-specific department or just coded to “wages” on the P&amp;L. The picture below provides an idea of the detail needed in the revenue section of our COA.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/11/7d58d3cd-3bf6-4af0-914c-b22311e5aeb5-300x200.jpg" width="258px" alt="saas bookkeeping"/></p>
<p>Along with the functional benefits of good accounting, reliable accounting streamlines the process of raising venture capital funds or preparing your business for an exit. Suppose your startup does not have clear, reliable financial records and up-to-date financial statements (like profit and loss statements, balance sheets, or cash flow statements). You may have a hard time raising capital, delay the fundraising due diligence process, or take a hit on your earnings in the event of an exit.  A SaaS accounting software handles critical accounting tasks such as bookkeeping, invoicing, expense tracking, and financial reporting on a single, cloud-based platform.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/common-cash-flow-scaled-1-300x200.jpg" width="253px" alt="saas bookkeeping"/></p>
<p>Understand the drivers of your revenue, be it the number of customers, salespeople, or marketing spend. The process of creating a financial model for your startup begins with understanding the model’s purpose. Whether you’re sizing the market, raising capital, or creating a detailed cash flow model, the level of detail will vary. To maintain investor confidence and avoid errors, we recommend a simpler model, one that prioritizes the income statement and a projected cash position. These models are easier to manage and sufficient for most early-stage SaaS <a href="https://www.bookstime.com/articles/saas-accounting">saas bookkeeping</a> startups. ARR is generally the most important metric tracked by subscription companies.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.coel.com.pl/coel-wp/?feed=rss2&#038;p=2746</wfw:commentRss>
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		</item>
		<item>
		<title>The Ultimate Year-End Accounting Checklist</title>
		<link>http://www.coel.com.pl/coel-wp/?p=886</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=886#comments</comments>
		<pubDate>Thu, 13 Jun 2024 14:05:27 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.coel.com.pl/coel-wp/?p=886</guid>
		<description><![CDATA[This involves checking for discrepancies between sub-ledgers (like accounts payable or accounts receivable) and the general ledger. This process often involves adjusting journal entries and ensuring that the right information flows into these statements. For instance, when reviewing the balance sheet, it’s important to check that all liabilities, including accrued expenses and loans, are accurately&#8230;]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="end of year bookkeeping" 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"/></p>
<p>
<p>This involves checking for discrepancies between sub-ledgers (like accounts payable or accounts receivable) and the general ledger. This process often involves adjusting journal entries and ensuring that the right information flows into these statements. For instance, when reviewing the balance sheet, it’s important to check that all liabilities, including accrued expenses and loans, are accurately represented. Having templates for these statements helps streamline the process and ensures consistency in presentation.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="end of year bookkeeping" 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"/></p>
<p>
<p>It’ll also allow you to quickly view financial ratios such as quick ratio, current ratio, total debt to equity ratio and long term debt to equity ratio. Divide that number by the useful life to find the amount of depreciation to be recognized for that asset in each accounting year. To get started, estimate the asset’s useful life — the number of years you expect it to generate economic benefits for your company. Analyze historical data from your own organization, if available, and consider factors such as how long similar assets have been in use before they were retired or replaced. Continue reading for a rundown of what’s involved in each step of the year-end close process.</p>
</p>
<p>
<h2>Frequently Asked Questions About Year-End Accounting</h2>
</p>
<p>
<p>When companies need to ensure that their financial records are audit-ready within tight timeframes, the accounting teams face considerable challenges. Additionally, the requirement to ensure compliance with accounting standards adds another layer of pressure for accounting teams, impacting their efficiency and productivity during the year-end close. As the fiscal year-end approaches, businesses must prepare&nbsp;to properly close their accounting books. Klippa SpendControl provides a comprehensive solution to streamline all year-end closing processes. Year-end closing can be a complex <a href="https://www.online-accounting.net/end-of-year-bookkeeping-the-ultimate-year-end/">end of year bookkeeping</a> and time-sensitive process, often leading to errors and delays if not handled carefully. Getting this right means fewer mistakes, timely reports, and less stress when preparing for the new fiscal year.</p>
</p>
<p>
<p>With our expertise, you can focus on growing your business while they take care of the financial details. Closing out the financial year is one of the most important responsibilities your business faces. For many small to mid-sized companies, this involves carefully reviewing transactions, reconciling accounts, and preparing detailed reports to ensure accuracy and compliance. Scheduling the close process also allows for better allocation of resources, ensuring that tasks are evenly distributed.</p>
</p>
<p>
<p>We serve on FDI advisory, cross-border accounting, International tax planning and Management consulting needs of our overseas clients all over the world. Connect with VJM Global today and discover how outsourced accounting can ease your year-end process and support your business goals. Use insights from your year-end closing to enhance planning and forecasting. Identify bottlenecks or inefficiencies in your closing process and develop improvement plans.</p>
</p>
<p>
<p>This will ensure that you settle all collections and debts without any penalty. This process is called “reconciling” — matching up the bottom line in your accounting with the bottom line in your accounts. Delker has overseen year-end accounting for Fortune 500 companies and private sector small businesses. Common errors include missing transactions, inaccurate reconciliations, failure to adjust accruals, and not verifying tax compliance.</p>
</p>
<p>
<h2>An Automated Financial Close Software To The Rescue</h2>
</p>
<p>
<p>Year-end closing is the process of reviewing and reconciling accounts, adjusting entries (where necessary) and preparing financial statements for the fiscal year. We’ll also show you how using financial close software speeds up the process so that you can complete the annual close in record time with accurate financial statements. For example, ideally you should review your accounts payable and receivable aging reports at least a month before year-end to identify any potential issues that need to be addressed. Setting early deadlines for submitting outstanding documents (like employee expenses or vendor invoices) ensures that you’re not scrambling at the last minute. By closing the books in your accounting system, you ensure the integrity of the year-end data and prevent any accidental changes or entries after the close. This is also a critical step for initiating the audit process and preparing for tax filings.</p>
</p>
<p>
<p>Which is the last one depends on your File manager.So here is some code that creates a bunch of folders with all the printables strings in Python so you can test your file manager. Of course, you should also ensure that the terminal window has keyboard focus, ctrl + c won&#8217;t work if your browser window has focus. These characters are usually used to mark end of lines in text files.Different operating systems used different conventions. As you pointed out, Windows uses the CR/LF combination while pre-OS&nbsp;X Macs use just CR and so on.</p>
</p>
<p>
<p>Reconciliation makes sure the numbers in your books match the numbers according to your bank or credit card statements. It’s double-checking your work to catch any mistakes or oddities, like unauthorized charges or deposits that haven’t gone through yet. Having a financial close schedule establishes a roadmap for completing the necessary activities within the agreed timeframe.</p>
</p>
<p>
<ul>
<li>With real-time dashboards and integrated task management, finance teams can collaborate efficiently and meet deadlines with ease.</li>
<li>This involves checking for discrepancies between sub-ledgers (like accounts payable or accounts receivable) and the general ledger.</li>
<li>Using cloud tools to centralize these documents reduces errors and accelerates this phase.</li>
</ul>
<p>
<ul>
<li>The separationof the two functions concealed thefact that the print head could notreturn from the far right to thebeginning of the next line inone-character time.</li>
<li>With tax season just around the corner, an organized financial record can save you from last-minute hassles and stress.</li>
<li>Ensuring accurate recognition of both deferred and unbilled revenue supports compliance with accounting standards such as GAAP or IFRS, which require proper timing of revenue recognition.</li>
<li>By closing the books in your accounting system, you ensure the integrity of the year-end data and prevent any accidental changes or entries after the close.</li>
<li>If you&#8217;re looking for even more in-depth guidance and support, I encourage you to check out the Controller Academy program.</li>
</ul>
<p>
<p>Year-end accounts are the financial statements and reports prepared at the end of the fiscal year. These reports are created by closing the books and provide a summary of the company’s financial position. Year-end accounts include financial statements like balance sheets, income statements, and cash flow statements. Year-end accounts include all financial records, such as the income statement, balance sheet, cash flow statement, and statements of retained earnings.</p>
</p>
<p>
<p>As QuickBooks Certified ProAdvisors, we’re experts at cleaning up your books and ensuring everything is accurate and compliant for successful tax filing. Businesses must identify any adjustments that need to be made, review financial statements, and prepare for audits, which can be a time-consuming and challenging process. Overall, the year-end close process requires careful planning, organization, and dedication to ensure that everything is completed accurately and on time. Fixed asset management ensures that the company’s tangible and intangible assets are accurately reflected in the financial statements.</p></p>
]]></content:encoded>
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		<item>
		<title>Lease Renewals A Complete Guide</title>
		<link>http://www.coel.com.pl/coel-wp/?p=767</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=767#comments</comments>
		<pubDate>Fri, 22 Mar 2024 19:42:19 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.coel.com.pl/coel-wp/?p=767</guid>
		<description><![CDATA[For property managers, it’s always been a matter of making the process as efficient as possible to maximize renewal rates and resident retention. Still, to truly realize efficiency in the months ahead, you have to play the long game and start planning now. This is the third in a series of posts to help single-family&#8230;]]></description>
				<content:encoded><![CDATA[<p>For property managers, it’s always been a matter of making the process as efficient as possible to maximize renewal rates and resident retention. Still, to truly realize efficiency in the months ahead, you have to play the long game and start planning now. This is the third in a series of posts to help single-family property managers make their leasing processes more efficient, reduce costs, and increase profits. This article will highlight the top lessons taught by Propertyware’s training team and focus on lease renewal process enhancements by way of technology. Using a property management company is also one of the best ways to encourage tenants to renew their lease. This is because a property management company will be able to handle any issues in a swift and professional manner.</p>
<ul>
<li>Owners must clearly state the new rental rate during the renewal process.</li>
<li>As good as it is to encourage tenants to stay longer, It is wisdom to know when to let some tenants go.</li>
<li>Renewing a lease generally means starting a new lease term with a lease renewal agreement, possibly with updated terms and conditions.</li>
<li>Analyzing tenant feedback can provide valuable insights into their needs and preferences.</li>
</ul>
<p>Offering flexible lease terms can significantly enhance tenant satisfaction and retention. Flexibility might include options like short-term leases, month-to-month agreements, or the ability to sublet. Clear and consistent communication plays a vital role in the lease renewal process. Initiating conversations well before the lease expiration date can help gauge tenant satisfaction and address any concerns they may have.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="tips and tricks to get your renters to renew their lease" src="data:image/jpg;base64,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"/></p>
<h2>Tracking Owner Responses</h2>
<p>Reading the letter clarifies available options and highlights the options that may require negotiation, helping informed decisions. A rent increase is a common aspect of lease renewals, especially if the market rates have risen since the original lease was signed. Landlords must provide proper notice and abide by local regulations when increasing rent. Property owners might employ a lease renewal strategy to maintain occupancy rates and ensure continuous rental income. Good tenants are often offered lease renewals proactively to retain them. Offer rewards and incentivesLittle gestures such as sending a welcome card or offering free parking space can go a long way, especially in the times of stiff competition.</p>
<h2>a) Sign the Lease Renewal Letter</h2>
<p>However, until you’ve actually lived in a unit, you can’t really have a strong grasp of the little things that could be driving a resident crazy. Instead of placing emphasis on getting units re-leased as quickly as possible, focus on getting existing tenants to stay. Incentives such as rent discounts or property improvements make renewing a lease more attractive compared to moving elsewhere. Finally, note the new lease termination date on the calendar to prepare for the next renewal cycle. Share the reports with owners, as well, so you both can determine how you want to proceed with upcoming renewals.</p>
<p>Providing high-quality customer service has the potential to cultivate a sense of value and appreciation among tenants.</p>
<h2>What Are the Best Short Term Investment Options in the Real Estate Market?</h2>
<p>Having continuous occupancy helps landlords like you maintain their properties and increases their returns. If you&#8217;re struggling with tenant retention, follow along as we discuss five essential strategies to make your tenant lease renewals as smooth and successful as possible. When a resident decides to continue living in a rental property beyond the agreed-upon time frame, a process of lease renewal occurs.</p>
<h2>Understand the Rental Agreement and Rental Rights</h2>
<p>Unexpected circumstances can occur and tenants may not be able to pay their rent on time. If you want to maintain a good relationship with great tenants, showing empathy and understanding is essential. When tenants feel comfortable, valued, and connected to their living space, they are more likely to stay long-term. Strong communication forms the backbone of a positive landlord-tenant relationship.</p>
<h2>Strategies to Ensure Tenant Lease Renewals</h2>
<p>Organize events like social gatherings, movie nights, or fitness classes. These events foster community spirit and help residents form connections with one another. People move for various reasons, but you can do your part to keep those who are satisfied with your property. You increase the chances of a tenant renewal if you give something in return. Maintaining the property and providing upgrades benefits both parties. This guide shows you how to integrate eco-friendly practices seamlessly into your daily life as a renter, making sustainable living feel easy, enjoyable, and completely doable.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="tips and tricks to get your renters to renew their lease" 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"/></p>
<h2>Offer Incentives</h2>
<p>Don’t forget to mention the incentives the tenant will enjoy for lease renewal. At times, tenants might make their own demands as a condition for renewing the lease. We hope this brief article provided you with enough insight to help you increase your tenant stay. As good as it is to encourage tenants to stay longer, It is wisdom to know when to let some tenants go. We are good at making this kind of decision as a result of our years of experience in dealing with tenants.</p>
<ul>
<li>Your favorite tenants are the ones who pay their rent on time, keep their units maintained, and make your life easier.</li>
<li>This is why every house owner must understand how to get tenants to renew their rent.</li>
<li>Simple gestures such as free Wi-Fi, gym memberships, or occasional gift cards create a positive environment.</li>
<li>Foremost, it is important to build rapport and a sense of trust with your tenants.</li>
<li>However, it never hurts to reward your tenants for being good people with some small incentives and prompt home repairs.</li>
</ul>
<p>Hopefully, you can use the information in this post to encourage your tenants to renew their lease. Tenant turnover can be frustrating and costly, so you will want to keep hold of your best tenants for your rental property. Then, the action you take will be remembered when it&#8217;s time for lease renewal. Whether it&#8217;s a noisy neighbor or a malfunctioning appliance, how you handle these issues says a lot about the type of landlord you are to your tenants. Then, you must then negotiate a new lease agreement with the new terms.</p>
<p>We have a dedicated team of property managers who will assist you with planning and executing lease renewal strategies. To learn more about our services, please schedule a consultation today. Foremost, it is important to build rapport and a sense of trust with your tenants. Cultivating a relationship with your tenants that is mutually beneficial is essential. Another key way to encourage tenants to renew their lease agreements <a href="https://www.bookkeeping-reviews.com/tips-and-tricks-to-get-your-renters-to-renew-their/">tips and tricks to get your renters to renew their lease</a> is to incentivize them to do so. If you don’t start the renewal process within the legal time frame, you might miss out on the chance to renew the lease altogether.</p>
<p>The cost of a lease extension is typically the tenant’s responsibility if they request it. However, costs may be shared or negotiated depending on the landlord-tenant relationship and the conditions of the original lease. Note that you can also rescreen tenants at the time of renewal—and it’s a good best practice to&nbsp; again check for criminal history. With Propertyware, you can also get this done with the click of a button, at a reduced rate. There are many things you can do&nbsp;to help make that decision easier for your tenants. Here are some of the best practices you can use to encourage them to renew their lease.</p>
<p>Lease renewals offer stability and financial predictability for landlords. Retaining excellent tenants reduces turnover costs, such as repairs, advertising, and tenant screening. Moreover, leasing to existing tenants streamlines the process and fosters a positive landlord-tenant relationship. A happy tenant will be much more inclined to stay in their current apartment.</p>
<p>Communicating with your tenants three months before their lease is up is important because it will get them thinking about whether or not they want to stay. If you are reminding them that their lease will be up soon, it will create a sense of urgency and will push them towards either renewing or looking for new accommodations. If they do choose to leave, you&#8217;ll give yourself more time to fill the vacancy if you start the conversation early. You could lose thousands of dollars every month if your tenants do not renew the lease, which could have a significant impact on your financial wellbeing. When the lease on a tenant&#8217;s property is about to expire, it&#8217;s important to take action to ensure lease renewals.</p>
<p>You should also be prepared to address why you’re raising the rent. Explain that your building’s expenses are increasing, and cite specific examples (maintenance, taxes, insurance costs, etc.). You can also point to any amenities you’ve added or are planning to add.</p>
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