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	<title>Bookkeeping - Vidicom - Video y audio profesional</title>
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		<title>Earnings And Eps: Everything Buyers Must Know</title>
		<link>https://vidicom.com.ar/earnings-and-eps-everything-buyers-must-know/</link>
		
		<dc:creator><![CDATA[Vidicom]]></dc:creator>
		<pubDate>Mon, 29 Sep 2025 23:02:43 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[<p>When a corporation’s inventory is publicly-traded, the quantity of earnings must even be shown on the revenue assertion as earnings per share (EPS) of frequent stock. Whereas excessive revenue often alerts financial strength, it doesn’t always equate to sustainable success. For instance, a short lived windfall like selling property could inflate profit however present no [&#8230;]</p>
<p>The post <a href="https://vidicom.com.ar/earnings-and-eps-everything-buyers-must-know/">Earnings And Eps: Everything Buyers Must Know</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>When a corporation’s inventory is publicly-traded, the quantity of earnings must even be shown on the revenue assertion as earnings per share (EPS) of frequent stock. Whereas excessive revenue often alerts financial strength, it doesn’t always equate to sustainable success. For instance, a short lived windfall like selling property could inflate profit however present no indication of operational well being. Equally, minimal investment in R&amp;D or enlargement may increase short-term revenue but hinder long-term progress potential. A balanced evaluation of income, earnings, and profit, in tandem with operational metrics, offers a fuller picture.</p>
<p>In apply, a mix of these strategies is often used to provide a more complete forecast. By considering these qualitative factors, stakeholders can kind a extra nuanced view of a company&#8217;s monetary efficiency and prospects. It&#8217;s the interplay between these qualitative elements and the quantitative data that truly tells the «High Line Tales» of income and EPS. For firms operating in multiple jurisdictions, tax laws can vary, affecting the reporting of web revenue considerably. Understanding effective tax rates and insurance policies becomes critical when building financial strategies. One Other instance might contain corporations navigating changes in international change rates when earning revenue internationally.</p>
<h2>How Management Actions Impact Revenue And Eps?</h2>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="409px" alt="eps vs revenue" 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" /></p>
<p>Conversely, a company with modest income progress however sturdy internet earnings progress could additionally be enhancing its effectivity and price management, which may be equally enticing to buyers. Earnings Per Share (EPS) is a key indicator utilized by traders to gauge the profitability of a company relative to the variety of shares excellent. It serves as a barometer for an organization&#8217;s monetary well being, offering insights into its capacity to generate profit for shareholders. The calculation of EPS could be approached from various angles, every providing a unique perspective on the corporate&#8217;s earnings. Market enlargement is a nuanced process that requires a deep understanding of the target market, a willingness to adapt, and a commitment to creating long-term worth. It Is a journey that may considerably scale a company&#8217;s revenue and solidify its place within the world financial system.</p>
<div style='text-align:center'></div>
<p>A more refined calculation adjusts the numerator and denominator for shares that might be created via choices, convertible debt, or warrants. The numerator of the equation can be more relevant whether it is adjusted for continuing operations. Considers present outstanding shares together with potential conversions from inventory choices, warrants, convertible securities, preferred shares, and so forth.</p>
<h2>What Is Earnings?</h2>
<p>One of probably the most basic distinctions in financial evaluation is the difference between income and earnings. Whereas these phrases are sometimes mentioned together in earnings reviews and monetary news, they symbolize vastly totally different features of an organization&#8217;s financial health. Understanding this distinction is crucial for making informed investment decisions and properly evaluating company efficiency. The formula within the table above calculates the basic EPS of each of these select corporations. Fundamental EPS doesn&#8217;t factor in the dilutive impact of shares that might be issued by the company.</p>
<p>While EPS makes use of&nbsp;the variety of excellent shares within the denominator, FDEPS makes use of the number of <a href="https://www.business-accounting.net/earnings-vs-revenue/">eps vs revenue</a> absolutely diluted shares within the denominator. Income enlargement is a multifaceted endeavor, influenced by a myriad of factors that interplay to drive development. At its core, income expansion is about growing the top-line earnings of an organization, which in flip can considerably influence the Earnings Per share (EPS).</p>
<p>If you have an interest in inventory trading or investing, the subsequent move is to choose a broker that works for your funding type. Retained EPS is the portion of earnings the company keeps as a substitute of distributing as dividends. As a thumb rule, if a company’s EPS is continually increasing, then it often indicates a strong <a href="https://www.business-accounting.net/">https://www.business-accounting.net/</a> and steady business. Even if you’re worthwhile on paper, failing to account for company tax, self-employment tax, or gross sales tax can shrink your bottom line. For example, a $1M income business spending $1.2M in prices would finish the year with -$200k in earnings. On the other hand, revenue is usually used interchangeably with earnings, however it can additionally refer to completely different levels of profitability (gross revenue, working profit, internet profit).</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="402px" alt="eps vs revenue" 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" /></p>
<p>EPS is a profitability metric used to gauge a company’s profitability, evaluate its financial efficiency, and evaluate its efficiency with peers within the business. However, if the company’s EPS continually will increase yearly, it is thought of an excellent indicator of profitability. A firm with modest revenue but sturdy earnings is commonly more enticing than one with explosive revenue progress however no path to profit. Earnings is arguably an important measurement of progress for a enterprise, as earnings progress indicates the health and profitability of a business after all expenses are paid. Moreover, earnings are sometimes expressed on a per-share basis, permitting for higher comparability between corporations.</p>
<ul>
<li>It happens four times per 12 months; publicly traded companies in the us are required by law to report their monetary outcomes on a quarterly foundation.</li>
<li>Traders should look past the floor of EPS figures to grasp the underlying changes in share depend that drive these numbers.</li>
<li>While income development is an indication of a company&#8217;s growth and market acceptance, EPS reflects its profitability and efficiency.</li>
</ul>
<p>Furthermore, earnings could be influenced by various elements, similar to adjustments in revenue, price administration, and efficiency enhancements. Corporations with constant and growing earnings are generally viewed favorably by buyers, because it demonstrates their capacity to generate earnings and doubtlessly distribute dividends. Earnings per share (EPS) and diluted EPS are profitability measures used within the&nbsp;elementary analysis of firms.</p>
<p>Conversely, a high EPS with stagnant revenue growth would possibly recommend that an organization is nearing market saturation or lacks innovation, potentially limiting future growth prospects. Earnings bear in mind all prices and bills, providing a complete view of a company&#8217;s profitability. It is influenced by elements such as adjustments in income, value administration, and tax obligations. Income, on the opposite hand, focuses solely on the top-line progress and is influenced by components corresponding to pricing, quantity of gross sales, market demand, and competition. One of the necessary thing attributes of earnings is that it takes into account all costs and bills incurred by a company, including operating expenses, taxes, curiosity funds, and non-operating expenses.</p><p>The post <a href="https://vidicom.com.ar/earnings-and-eps-everything-buyers-must-know/">Earnings And Eps: Everything Buyers Must Know</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>12 Finest Accounting Software For Ebay Sellers To Manage Cash</title>
		<link>https://vidicom.com.ar/12-finest-accounting-software-for-ebay-sellers-to/</link>
		
		<dc:creator><![CDATA[Vidicom]]></dc:creator>
		<pubDate>Mon, 30 Jun 2025 21:52:01 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://vidicom.com.ar/?p=73910</guid>

					<description><![CDATA[<p>While you&#8217;ll find a way to run reports on eBay to see your Product Sales, it might be helpful to make use of bookkeeping and accounting software to grasp more granular detail round whatʻs behind these numbers. This becomes ebay accounting software much more useful when we get into things like Returns and Refunds and [&#8230;]</p>
<p>The post <a href="https://vidicom.com.ar/12-finest-accounting-software-for-ebay-sellers-to/">12 Finest Accounting Software For Ebay Sellers To Manage Cash</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>While you&#8217;ll find a way to run reports on eBay to see your Product Sales, it might be helpful to make use of bookkeeping and accounting software to grasp more granular detail round whatʻs behind these numbers. This becomes <a href="https://www.quickbooks-payroll.org/best-accounting-software-for-ebay-sellers/">ebay accounting software</a> much more useful when we get into things like Returns and Refunds and weʻll talk more about this in the section on Accounting &amp; Bookkeeping Software under. Effective bookkeeping puts all the various sorts of knowledge into the best classes to correctly summarize it later in Accounting reviews. Shoeboxed&nbsp;is also a fantastic alternative for eBay sellers looking to maintain observe of their receipts for tax deductions on mileage, delivery prices and supplies, and other business-related bills. Even with its fundamental reporting, Wave generates all of the reviews that an eBay vendor would need similar to money move statements, sales tax reports, and earnings statements.</p>
<p>Streamline eBay sales, optimize inventory administration, and acquire valuable insights to drive your success forward. Expertise professional-grade effectivity and take your online promoting to even larger heights. Get began with ConnectBooks at present and expertise a complete new approach to handle your eBay enterprise accounting software program. Cloud-based accounting software for eBay sellers will give the flexibility of displaying up-to-the-minute monetary information on your gross sales, expenses, and taxes. You can also set up automatic imports out of your eBay account into your accounting resolution, to ensure that your numbers are always correct.</p>
<p>QuickBooks is a well-liked bookkeeping software program because of its robust options and strong integration with eBay. It’s not a devoted inventory software, however it might possibly handle primary monitoring of inventory levels, worth, COGS. To put it simply, bookkeeping is keeping monitor of all the money that flows into and out of your business.</p>
<ul>
<li>A lump sum payout from eBay may include multiple individual gross sales, fees, transport costs, and tax withholdings, all bundled into one deposit.</li>
<li>Tax management and reporting capabilities can simplify the method of calculating, making, and recording estimated federal tax payments.</li>
<li>Wave has emerged as top-of-the-line accounting software for e-bay sellers.</li>
<li>EBay bookkeeping software program automates plenty of the bookkeeping work, which makes it less time-consuming and more accurate.</li>
</ul>
<h2>Why Is Accounting Software Essential For Ebay Sellers?</h2>
<p>Xero connects small companies with their instruments and financial advisors. These tools may help streamline your bookkeeping, prevent errors, and shave a little day with no work your workload throughout tax season. With correct software, you presumably can spend rather more time growing your eBay store rather than worrying about figures. We also highlight how pairing platforms like QuickBooks or NetSuite with Webgility helps you eliminate handbook reconciliation, maintain accurate inventory, and automate buy orders. After each payout, Link My Books generates a abstract bill that breaks down your sales, refunds, charges, and taxes.</p>
<p>Depending on which software program you utilize, there are important differences in the fee in addition to the time required to get things set up for your business and the capabilities supplied. Kashoo is utilized by many eBay sellers who&#8217;re on the lookout for primary accounting features. The dashboard offers a wealth of information such because the seller’s current banking standing, overdue invoices, and expenses. Sage Enterprise Cloud Accounting caters to growing eBay companies by providing secure cloud storage and a wealth of features. FreeAgent is a well-suited accounting answer for eBay retailers <a href="https://www.quickbooks-payroll.org/">https://www.quickbooks-payroll.org/</a> selling items overseas. EBay sellers can simply&nbsp;scan their receipts&nbsp;from the cell app, that are then human-verified and categorized for expense stories and tax deductions.</p>
<h2>#1 Straightforward Set Up</h2>
<p>Invoicing, receipt scanning, cost collection, and payroll are all constructed into the accounting system. Wave allows you to access your knowledge from wherever, collaborate with an infinite number of individuals, and handle all of your companies with a single username. All plans of Zoho Books could have an automatic workflow that can be sure to spend as little time as possible in dealing with accounting. It presents many helpful options like sending you an alert if the sales have surpassed a selected restrict that you just set. Another essential function that you want to be vigilant in searching for in accounting software program if you&#8217;re an eBay seller is information storage.</p>
<p>Too little Gross Profit is a pink flag to help point out that you should modify your small business one method or the other. It may be to change your pricing, modify your sourcing strategy, or any variety of other techniques. As Soon As you’ve set this checking account up, guarantee that is the account the place eBay deposits your payouts.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="401px" alt="ebay bookkeeping software" src="https://i.etsystatic.com/17864340/r/il/9870ef/4267333352/il_300x300.4267333352_2ixa.jpg" /></p>
<p>EBay offers the small print concerning the transactions that make up each payout and the fees that you’re paying in Seller Hub. Nevertheless, manually coming into that info into your accounting software of choice can take a lot of time and be prone to error. When choosing accounting software on your eBay business, take note of the features that would make your work more accessible, and you can handle the funds effectively. As A Outcome Of additionally they cater to eCommerce platforms, their eBay accounting software gives sellers all of the tools they want to make better monetary choices and scale. Link My Books routinely syncs your eBay transactions with QuickBooks, categorizing every little thing from sales and refunds to charges and taxes.</p>
<p>For eBay sellers, Shoeboxed is an extremely great tool for&nbsp;managing inventory receipts&nbsp;and people for other bills such as&nbsp;office supplies&nbsp;and shipping materials. With&nbsp;Shoeboxed, eBay sellers can simply&nbsp;manage their expenses and receipts, making tax time less annoying. A user-friendly interface and seamless integration with eBay can considerably simplify this course of, streamlining the management of each revenue and expenses. We searched and searched, however we couldn’t find any merchandise					in our database that match your standards.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="408px" alt="ebay bookkeeping software" src="https://sellerledger.com/wp-content/uploads/2024/12/data-300x200.jpg" /></p>
<h2>Key Financial Reports To Know For Ebay Sellers</h2>
<div style='text-align:center'></div>
<p>This software also helps with primary sales tax calculation and reporting. Maintain in mind – many accounting techniques don’t have direct integration with eBay. You may need a tool like A2X to sync your eBay knowledge along with your accounting software program, guaranteeing correct and environment friendly financial management.</p><p>The post <a href="https://vidicom.com.ar/12-finest-accounting-software-for-ebay-sellers-to/">12 Finest Accounting Software For Ebay Sellers To Manage Cash</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></content:encoded>
					
		
		
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		<title>Common Assortment Period: Understanding Its Importance In Enterprise Finance</title>
		<link>https://vidicom.com.ar/common-assortment-period-understanding-its/</link>
		
		<dc:creator><![CDATA[Vidicom]]></dc:creator>
		<pubDate>Thu, 27 Mar 2025 17:44:35 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://vidicom.com.ar/?p=72855</guid>

					<description><![CDATA[<p>This is attributable to different factors together with business norms, distinctive business models, and particular credit phrases. The Typical Assortment Interval represents the variety of days that an organization wants to collect money payments from clients that paid on credit score. Uncover insights into how completely different industries may expertise variations in their common assortment [&#8230;]</p>
<p>The post <a href="https://vidicom.com.ar/common-assortment-period-understanding-its/">Common Assortment Period: Understanding Its Importance In Enterprise Finance</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>This is attributable to different factors together with business norms, distinctive business models, and particular credit phrases. The Typical Assortment Interval represents the variety of days that an organization wants to collect money payments from clients that paid on credit score. Uncover insights into how completely different industries may expertise variations in their common assortment periods.</p>
<p>A low average collection interval is sweet for the company as a result of <a href="https://www.kelleysbookkeeping.com/average-collection-period-definition/">what is the average collection period</a> they are going to be recouping costs at a sooner price. Nevertheless, if the typical assortment period is too low, it can be a deterrent for potential purchasers. Our unified order-to-cash platform combines industry-leading AI capabilities, extensive B2B financial data, and money circulate visibility to assist organizations maximize their assortment durations.</p>
<h2>What&#8217;s The Common Assortment Period?</h2>
<p>Here’s every little thing you have to know concerning the common collection period, including the formulation to measure your ratio and what it means for your firm. On the reputational front, constantly gradual receivable collection may sign monetary instability or poor credit administration to stakeholders, including buyers, lenders, and credit rating agencies. This could probably result in extra restrictive credit terms from suppliers, larger rates of interest on loans, and a lower credit rating, further impacting the monetary position of the company.</p>
<p>In Accordance to a 2024 Monetary Analysts Journal examine by Dr. Sarah Chen, corporations with ACPs under forty five days show 30% larger liquidity ratios compared to business friends. A shorter assortment interval accelerates money conversion, enabling companies to meet short-term obligations and preserve operational efficiency. By monitoring your company’s average collection period, you presumably can assess whether your credit insurance policies and cost terms align with your business goals.</p>
<h2>Understanding The Method Of Average Assortment Interval</h2>
<div style='text-align:center'></div>
<p>In different words, the average collection interval is the period of time an individual or company has to repay a debt. For instance, the typical collection period for debt in America is about 30 days. There are varied methods to calculate common collection durations, similar to when a payment is due and made, however essentially the most practical is through the common assortment period formula.</p>
<ul>
<li>Regularly enhancing the Common Collection Period can contribute to a more efficient, profitable, and sustainable enterprise in the long run.</li>
<li>Average assortment period is the period of time it takes for a enterprise to obtain payments owed by its shoppers when it comes to accounts receivable (AR).</li>
<li>Over time, this could potentially result in loss of business, negatively impacting the company’s gross sales and income.</li>
<li>Common assortment period (ACP) represents the average number of days it takes an organization to obtain payments owed to them from their clients after a service or sale happens.</li>
<li>The terms of credit extended to prospects additionally play an integral half in determining the collection period.</li>
</ul>
<h2>The Position Of Common Collection Interval In Ratio Analysis</h2>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="608px" alt="what is the average collection period" src="https://www.wallstreetmojo.com/wp-content/uploads/2023/02/Average-Collection-Period-300x168.jpg" /></p>
<p>For instance, analyzing a peak month to a slow month may result in a very inconsistent average accounts receivable stability which will skew the calculated quantity. Fast bills practice teenagers a approach to deal with <a href="https://www.kelleysbookkeeping.com/">https://www.kelleysbookkeeping.com/</a> cash that go with the flow greater. Shorter assortment intervals help corporations track their cash drift higher, enhancing their capability to finances successfully. Poor information of credit score rating guidelines can end result in delays in receiving payments.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="603px" alt="what is the average collection period" src="https://www.kenstonecapital.in/wp-content/uploads/2022/10/average-collection-period.png" /></p>
<p>This means it takes your corporation an average of 36.5 days to collect payment from customers. Let’s say that Firm ABC recorded a yearly accounts receivable steadiness of $25,000. The average collection interval figure can also be important from a timing perspective to help a company put together an efficient plan for overlaying prices and scheduling potential expenditures to additional growth. Clearly, it is crucial for an organization to obtain fee for items or companies rendered in a well timed method. It allows the corporate to maintain a stage of liquidity, which permits it to pay for immediate expenses and to get a general concept of when it might be able to making larger purchases. Corporations choose a decrease average assortment period over the next one because it indicates that a enterprise can efficiently acquire its receivables.</p><p>The post <a href="https://vidicom.com.ar/common-assortment-period-understanding-its/">Common Assortment Period: Understanding Its Importance In Enterprise Finance</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></content:encoded>
					
		
		
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		<item>
		<title>Pure Assets Definition</title>
		<link>https://vidicom.com.ar/pure-assets-definition/</link>
		
		<dc:creator><![CDATA[Vidicom]]></dc:creator>
		<pubDate>Thu, 19 Sep 2024 19:20:04 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://vidicom.com.ar/?p=69180</guid>

					<description><![CDATA[<p>The time period «pure resources» combines two words with distinct origins. Maoist-affected areas remain among India&#8217;s poorest and most underdeveloped, regardless of rich natural resources, with strange citizens &#8211; particularly tribal communities- bearing the heaviest burden. They are necessary for the economic, social, and environmental well being of the complete planet. The sustainable unrefined elements [&#8230;]</p>
<p>The post <a href="https://vidicom.com.ar/pure-assets-definition/">Pure Assets Definition</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>The time period «pure resources» combines two words with distinct origins. Maoist-affected areas remain among India&#8217;s poorest and most underdeveloped, regardless of rich natural resources, with strange citizens &#8211; particularly tribal communities- bearing the heaviest burden. They are necessary for the economic, social, and environmental well being of the complete planet. The sustainable unrefined elements that come from living issues particularly creatures and trees and are named pure inexhaustible assets whereas those who come from non-living things, for instance, sun, water, and wind are named inorganic sustainable assets. Whatever can be present in nature that can be put to use by mankind ought to be characterized as a resource. Pure assets are substances derived from the earth,&nbsp;corresponding to meals, building and clothing materials,&nbsp;fertilizers, metals, water, and geothermal vitality.</p>
<p>The pure and cultural sounds in parks awaken a sense of surprise that connects us to the qualities that outline these special locations. They are a part of an online of assets that the NPS protects underneath the Natural Act. Resource availability and shortage drive technological innovation in predictable patterns. When assets turn into scarce or costly, human ingenuity develops alternatives, efficiency enhancements, or substitutes. They want cautious administration to make sure they final for future generations.</p>
<p>These are those that may&#8217;t simply be subbed or recuperated once they&#8217;ve been used or obliterated. Some creatures for probably the most half the jeopardized species are likewise viewed as non-sustainable in gentle of the reality that they&#8217;re on the fringe of annihilation. In economics, capital items or capital are «those durable produced items which are in turn used as productive inputs for further production» of products and providers.5 A typical instance is the machinery used in a manufacturing facility. At the macroeconomic degree, «the nation&#8217;s capital inventory consists of buildings, gear, software program, and inventories during a given 12 months.»6 Capitals are an important financial useful resource.</p>
<p>Geothermal power crops tap into underground reservoirs of hot water or steam, which are used to drive turbines linked to generators. Geothermal vitality is a comparatively clean and sustainable power supply, but its availability is geographically restricted. Renewable sources are resources which may be reestablished or renewed rapidly in a limited timeframe, similar to wind, water, air, and so forth. Creatures can likewise be categorised as sustainable assets since they are often <a href="https://www.business-accounting.net/">https://www.business-accounting.net/</a> raised and reared to duplicate posterity to substitute the more seasoned creatures.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="400px" alt="natural resources definition" 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" /></p>
<p>The apply of pure resource management considers the ways by which societies manage the supply of or access to the natural sources upon which they rely for their survival and growth. Beneath some definitions, solely those natural sources that may renew themselves and whose exploitation depends on their regenerative&nbsp;capacities&nbsp;correctly necessitate administration. For instance, petroleum (oil) just isn&#8217;t often thought of a topic of natural resource administration, whereas forests are. The management of renewable natural resources seeks to stability the calls for of exploitation with a respect for regenerative capacities. In contrast, the use, regulation, and protection of nonrenewable resources are inclined to fall underneath the auspices of pure sources law, which is made up of a fancy physique of nationwide and native laws that have each statutory and&nbsp;common-law&nbsp;elements.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="403px" alt="natural resources definition" 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" /></p>
<p>They&#8217;re what make our factories buzz, our crops flourish, and our natural world thrive. But with more people on the planet and adjustments in our climate, these resources are feeling the squeeze. They are crucial for the manufacturing of vitality, goods for business, and food. Its availability has a direct impact on employment throughout a extensive range of industries. The wealth of natural resources makes a country prosperous as a end result of it might be used to create financial capital. However, we have difficulties in sustainably providing our demands as the global inhabitants expands and consumes extra resources.</p>
<ul>
<li>They may be renewable, like air and water, or non-renewable, like oil and coal.</li>
<li>For instance, 18 of the 20th largest oil exporters in 2000 had undemocratic governments, and lots of oil-exporting international locations have been highly indebted.</li>
<li>These sources and values embrace ecosystems and their element vegetation, animals, water, air, soils, topographic options, geologic features, and paleontologic sources, and aesthetic values, corresponding to scenic vistas, pure quiet, and clear night skies.</li>
<li>From the water we drink to the minerals in our smartphones, these items from nature are woven into each facet of our daily existence.</li>
<li>Similarly, fertile agricultural land helps dense populations that can specialize in non-food manufacturing, resulting in technological and cultural advancement.</li>
<li>People use natural assets for many purposes, together with obtaining food, shelter, water, gasoline, minerals, and different raw supplies.</li>
</ul>
<h2>Extraction</h2>
<div style='text-align:center'></div>
<p>The «ou» in «sources» is pronounced like «or» in most English dialects. Natural assets are defined as assets which exist impartial of human actions. In American English, the «r» sounds are usually pronounced more strongly. In British English, the «r» in «sources» may be much less pronounced, especially if adopted by a consonant sound.</p>
<h2>Related Words</h2>
<p>Similarly, fertile agricultural land supports dense populations that can focus on non-food manufacturing, resulting in <a href="https://www.business-accounting.net/natural-resources-definition-and-meaning/">natural resources definition</a> technological and cultural development. Mining these resources can have important environmental impacts, necessitating responsible extraction and processing methods. The phrase «pure assets» began appearing in English writings within the early 19th century. It gained popularity as individuals started to think more about using and conserving nature&#8217;s gifts.</p>
<p>These resources function on cycles that may match or exceed human consumption rates when managed properly. Add natural resources to certainly one of your lists beneath, or create a model new one. Abiotic assets are resources obtained from nonliving and inorganic supplies. Daylight, air, water, and minerals like gold, silver, copper, and aluminum are all abiotic resources.</p>
<h2>Popular In Wordplay</h2>
<p>Biotic sources are sources derived from the residing issues of the biosphere. Perpetually renewable assets are continually replenished by the Sun’s and Earth’s pure processes, regardless of how much energy we use every day or over a interval. Its energy is used for nearly all actions, from plant-producing food to running a windmill or ocean currents. Nighttime views and environments are among the critical park features the NPS protects.</p><p>The post <a href="https://vidicom.com.ar/pure-assets-definition/">Pure Assets Definition</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Income Smoothing: Unleashing The Power Of Monetary Stability</title>
		<link>https://vidicom.com.ar/income-smoothing-unleashing-the-power-of-monetary/</link>
		
		<dc:creator><![CDATA[Vidicom]]></dc:creator>
		<pubDate>Mon, 09 Sep 2024 19:10:44 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://vidicom.com.ar/?p=72716</guid>

					<description><![CDATA[<p>Accountants may change between amortization policies and depreciation methods to regulate expense timing. The larger names would guide billions of condo sales every year, often with only a small deposit having been paid. With 78% of companies using AI day by day and 30% of operations automated, safety is concentrated threat. CFI is the worldwide [&#8230;]</p>
<p>The post <a href="https://vidicom.com.ar/income-smoothing-unleashing-the-power-of-monetary/">Income Smoothing: Unleashing The Power Of Monetary Stability</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>Accountants may change between amortization policies and depreciation methods to regulate expense timing. The larger names would guide billions of condo sales every year, often with only a small deposit having been paid. With 78% of companies using AI day by day and 30% of operations automated, safety is concentrated threat. CFI is the worldwide institution behind the monetary modeling and valuation analyst&nbsp;FMVA® Designation. CFI is on a mission to enable&nbsp;anybody to be&nbsp;an excellent financial analyst and have a great profession path.</p>
<p>It contains all strategies used to offset excessive prices and boost company sales or income. The strategies are conceived from applicable accounting standards to the use of rational reasoning. Many earnings smoothing strategies are legal and a half of normal monetary reporting, such as depreciation adjustments. Others, similar to fraudulent income recognition, misstatement of finances, or manipulation of reserves, can violate securities laws and put companies at critical legal threat. The bedrock metaphor is becoming since accrual accounting forms the foundational principle where revenues and bills are acknowledged when they&#8217;re earned or incurred, irrespective of money flow. Adjustments on this technique can significantly affect the monetary statements, offering a smoother journey via the fiscal 12 months.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="400px" alt="income smoothing describes the concept that" 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" /></p>
<h2>Income Smoothing In Public Companies</h2>
<p>It may be likened to a calibrated tightrope stroll where the chance of falling into ethically grey areas is excessive. Firms often experience variations of their income due to a quantity of components, together with seasonal fluctuations, economic cycles, and unforeseen events. These fluctuations can result in uncertainty and will influence a company’s capacity to plan and make strategic choices successfully.</p>
<h2>Is A Merchant Account The Identical As A Business Account?</h2>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="402px" alt="income smoothing describes the concept that" 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" /></p>
<p>Both way, to the skin observer, this firm has the looks of extremely cyclical earnings and would thus likely be perceived as a dangerous investment during an financial downturn. This adjustment is designed to protect earnings goals without adversely affecting shareholders. The decision comes on the grounds of heightened global market volatility pushed by rising inflation and swift rate of interest hikes by central banks. Notably, retail investors have responded cautiously, with fund sales experiencing a document year of internet redemptions totaling&nbsp;£26 bn&nbsp;in 2022, according to the information <a href="https://accounting-services.net/">https://accounting-services.net/</a> from the Investment Association. Under is a break down of topic weightings within the FMVA® monetary analyst program.</p>
<ul>
<li>Earnings smoothing doesn&#8217;t depend on «creative» accounting or misstatements which might constitute outright fraud, however somewhat on the latitude supplied within the interpretation of GAAP.</li>
<li>In a nutshell, earnings smoothing cannot be outrightly classified as an illegal or unethical act, solely that some persons resort to using sick means to attaining the identical objective.</li>
<li>Nonetheless, these practices can mislead buyers, entice regulatory scrutiny, distort monetary evaluation, and contribute to systemic risks.</li>
<li>The downside with discretionary action is that it&#8217;s easy to see and thus flags to investors that a firm is in hassle or that administration just isn&#8217;t doing an excellent job at maximizing profit.</li>
<li>Expense capitalization involves treating certain bills as assets and spreading their recognition over multiple periods.</li>
<li>These strategies vary from acceptable accounting practices and generally accepted accounting rules, utility of logical reasoning and so on.</li>
</ul>
<p>In order that will help you advance your&nbsp;profession, CFI has compiled many sources to assist you along the path. Market competitors, new applied sciences, financial circumstances, and legislative modifications can all have drastic impacts on revenue from one yr to a different.</p>
<p>By delaying the popularity of some bills in strong durations after which reverting to less aggressive expense timing when earnings decline, the company smooths its web revenue across completely different quarters. A business strategy a company can use when they have high earnings is to extend expenses. In this case, it&#8217;d increase bonuses paid out to staff or hire more workers to increase the value of payroll. If revenue was expected to be decrease for the 12 months, they could employ the strategy in reverse; shedding staff or reducing bonuses to cut back bills. These moves not solely smooth out income but allow an organization to function more effectively relying on the circumstances.</p>
<p>Basically, it includes manipulating the timing of income or expense recognition within the boundaries of usually accepted accounting ideas (GAAP) or worldwide financial reporting standards (IFRS). The core idea revolves round shifting revenue from intervals of high earnings to periods of lower <a href="https://accounting-services.net/income-smoothing-definition/">income smoothing describes the concept that</a> earnings, or accelerating expenses from intervals of low earnings to durations of excessive earnings. This strategic timing does not alter whole revenue over the lengthy term but modifies its distribution throughout interim durations.</p>
<div style='text-align:center'></div>
<p>We&#8217;ll dissect real-world applications, together with how corporations acknowledge income, set aside bad debt reserves, and defer bills. Moreover, with a transparent lens of investigative scrutiny, we&#8217;ll consider the broader impacts of earnings smoothing—highlighting each the advantages it brings to stakeholders and the potential risks it introduces. Every of these revenue smoothing methods has its advantages and potential pitfalls. Using them judiciously can aid corporations in managing monetary efficiency and presenting a gradual growth trajectory to buyers, stakeholders, and creditors. Additionally, analyzing a company’s discretionary bills can reveal smoothing efforts. If spending on gadgets like advertising, analysis and improvement, or upkeep decreases in extremely profitable intervals and will increase throughout weaker ones, it may be a mechanism to regulate reported earnings.</p>
<p>Another reason for revenue smoothing is to fulfill sure financial targets or expectations. For example, if an organization is near lacking its earnings forecast, it might interact in revenue smoothing methods to bridge the hole and avoid disappointing buyers. Earnings smoothing provides firms with the chance to even out their reported earnings, thereby bringing stability to the financial statements. This stability enhances the credibility of the corporate and instills confidence in traders and different exterior stakeholders. Corporations can switch inventory accounting methods between durations to handle prices and taxable revenue and modify the timing of inventory write-downs to easy earnings. They could delay recognizing prices in weak earnings periods and speed up them in sturdy ones to offset tax liabilities and easy out earnings.</p>
<p>Missteps right here can easily flip into main monetary scandals, as seen in historic instances involving corporations like Enron and WorldCom. Moral practices in earnings smoothing are contingent on the techniques utilized and administration&#8217;s intention. It entails legitimate efforts to reduce volatility for a extra precise characterization of a firm&#8217;s monetary standing. However, if employed to control monetary statements or deceive stakeholders, it turns into unethical and should breach accounting standards. If the primary reporting interval is expected to have a high earnings, the company may include the entire amount of $6,000 as an allowance for doubtful accounts in that reporting interval.</p>
<p>Deferred accounting is a elementary idea in monetary reporting that includes the recognition of income and bills at a later date somewhat than when the corresponding cash flow occurs. A deferral is recorded in the earnings account only sometime after payment or receipt has occurred. Moreover, revenue smoothing can sometimes border on unethical conduct, particularly when it&#8217;s used to deliberately mislead stakeholders.</p><p>The post <a href="https://vidicom.com.ar/income-smoothing-unleashing-the-power-of-monetary/">Income Smoothing: Unleashing The Power Of Monetary Stability</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></content:encoded>
					
		
		
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		<title>Contribution Margin: What Is It And Tips On How To Calculate It</title>
		<link>https://vidicom.com.ar/contribution-margin-what-is-it-and-tips-on-how-to/</link>
		
		<dc:creator><![CDATA[Vidicom]]></dc:creator>
		<pubDate>Mon, 19 Aug 2024 18:42:42 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://vidicom.com.ar/?p=71259</guid>

					<description><![CDATA[<p>Profit Margin, nevertheless, takes under consideration all expenses, together with mounted costs, to show the overall profitability of the complete business. Calculating the contribution margin for every product is one resolution to enterprise and accounting issues arising from not doing sufficient financial evaluation. Calculating your contribution margin helps you discover priceless enterprise options via decision-support [&#8230;]</p>
<p>The post <a href="https://vidicom.com.ar/contribution-margin-what-is-it-and-tips-on-how-to/">Contribution Margin: What Is It And Tips On How To Calculate It</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>Profit Margin, nevertheless, takes under consideration all expenses, together with mounted costs, to show the overall profitability of the complete business. Calculating the contribution margin for every product is one resolution to enterprise and accounting issues arising from not doing sufficient financial evaluation. Calculating your contribution margin helps you discover priceless enterprise options via decision-support evaluation.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="400px" alt="contribution margin overview guide fixed costs" 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" /></p>
<h2>Resources</h2>
<p>If we produce 1000 loaves, total variable costs are $2000, while fastened prices stay at $2000 no matter manufacturing quantity. The total contribution margin is calculated for the whole firm or a selected product line. Contribution margin isn&#8217;t intended to be an all-encompassing measure of a company’s profitability. Contribution margin can be used to evaluate the profitability of an merchandise and calculate tips on how to enhance its profitability, both by reducing variable production costs or by growing the item’s price. For an instance of contribution margin, take Company XYZ, which receives $10,000 in income for every widget it produces, while variable prices for the widget is $6,000.</p>
<p>This may be particularly helpful in evaluating completely different merchandise and understanding how profitable a certain product could also be relative to a different. It permits an in depth evaluation of the cost structure by separating variable costs from fastened costs. This helps companies to determine inefficient cost facilities and take focused measures to scale back prices.</p>
<h2>Contribution Margin Evaluation</h2>
<p>Relying on the sort of business, either EBIT or EBITDA can be a better measure of the company’s profitability. It’s essential to notice this can be a very simplified look at a contribution margin income assertion format. If we subtract the variable costs from the revenue, we’re left with a $22,000 contribution margin. Some common examples of variable costs are raw supplies, packaging, and the labor price of creating the product. Contribution Margin, merely put, is the accounting metric that helps you understand how a lot of your income is definitely contributing towards overlaying your fastened costs and, subsequently, towards earnings.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="405px" alt="contribution margin overview guide fixed costs" 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/></p>
<h2>The True Purpose Your Finance Career Is Caught</h2>
<div style='text-align:center'></div>
<p>Different causes include being a pacesetter in the use of innovation and bettering efficiencies. Mounted prices remained unchanged; however, as more models are produced and offered, more of the per-unit sales value is available to contribute to the company’s web revenue. The contribution margin is the difference between the sales revenue and the variable costs and shows how a lot contributes to overlaying the mounted prices. Profit, on the other hand, is the amount that is still after each the variable and stuck <a href="https://www.bookkeeping-reviews.com/">https://www.bookkeeping-reviews.com/</a> costs have been absolutely covered. However, ink pen production shall be inconceivable with out the manufacturing machine, which comes at a onerous and fast price of $10,000.</p>
<ul>
<li>Imagine it as your financial compass; it guides you in pricing methods, product prioritization, price management, and sales focus.</li>
<li>For those organizations which are nonetheless labor-intensive, the labor costs are typically variable prices, since at larger levels of exercise there might be a demand for more labor utilization.</li>
<li>The Contribution Margin Ratio is a measure of profitability that indicates how a lot every sales dollar contributes to covering mounted costs and producing profits.</li>
<li>Of course, you want to shoot for one hundred pc, however eliminating all prices isn’t actually attainable.</li>
<li>Also, you need to use the contribution per unit formula to determine the promoting worth of every umbrella.</li>
</ul>
<p>In such circumstances, the worth of the product should be adjusted for the providing to be economically viable. The higher a product&#8217;s contribution margin and contribution margin ratio, the more it adds to its overall revenue. If the contribution margin for an ink pen is higher than that of a ball pen, the previous will be given production desire owing to its greater profitability potential. These price components should not be thought of whereas&nbsp;making selections about price analysis or profitability measures. A store proprietor can pay a&nbsp;fixed monthly price&nbsp;for the store house regardless of how&nbsp;many&nbsp;goods are bought. It shows you if you’re on the right path to profitability or if you have to make some adjustments — maybe increase the price of your lemonade, or discover a cheaper provider for lemons.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="409px" alt="contribution margin overview guide fixed costs" 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" /></p>
<p>Where C is the contribution margin, R is the total income, and V represents variable prices. In a special example than the earlier one, if you bought 650 models in a interval, resulting in $650,000 web profit, your revenue per unit is $1,000. If variable bills were $250,000, so you’d have $385 in variable expenses per unit (variable expenses÷units sold). Think About all variable costs, which often don’t embrace labor, until labor relies on a «per unit made» foundation or is in any other case not mounted.</p>
<p>Subsequent, the CM ratio could be calculated by dividing the quantity from the prior step by the price per unit. All else being equal, the larger the contribution margin (CM) of each product, the more worthwhile the corporate goes to be, with more money available to meet other bills. Nonetheless, if there are tons of products with a big selection of different contribution margins, this analysis can be quite tough to perform.</p>
<p>The contribution margin is completely different from the gross revenue margin, the difference between sales revenue and the price of goods bought. While contribution margins only depend the variable prices, the gross revenue margin consists of all the costs that a company incurs so as to make gross sales. Conventional and contribution margin revenue statements present a detailed image of a company’s finances for a given time frame. Whereas both serve the purpose of exhibiting whether or not a company has a internet profit or loss, they differ in the finest way they arrive at that determine. You need to calculate the contribution margin to grasp whether or not <a href="https://www.bookkeeping-reviews.com/contribution-margin-overview-guide-fixed-costs/">contribution margin overview guide fixed costs</a> your small business can cowl its fixed price.</p>
<p>At a contribution margin ratio of \(80\%\), roughly \(\$0.80\) of every sales dollar generated by the sale of a Blue Jay Mannequin is out there to cowl fastened bills and contribute to profit. The contribution margin ratio for the birdbath implies that, for each \(\$1\) generated by the sale of a Blue Jay Mannequin, they have \(\$0.80\) that contributes to mounted prices and profit. Thus, \(20\%\) of every sales greenback represents the variable value of the item and \(80\%\) of the gross sales dollar is margin.</p><p>The post <a href="https://vidicom.com.ar/contribution-margin-what-is-it-and-tips-on-how-to/">Contribution Margin: What Is It And Tips On How To Calculate It</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Math Formulation For R Squared,»math Formulation For R Squared Clarification, Examples, And Formula»</title>
		<link>https://vidicom.com.ar/math-formulation-for-r-squared-math-formulation/</link>
		
		<dc:creator><![CDATA[Vidicom]]></dc:creator>
		<pubDate>Wed, 13 Dec 2023 01:35:22 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://vidicom.com.ar/?p=71892</guid>

					<description><![CDATA[<p>A high R2 signifies a decrease bias error as a outcome of the model can higher explain the change of Y with predictors. For this reason, we make fewer (erroneous) assumptions, and this ends in a decrease bias error. Meanwhile, to accommodate fewer assumptions, the mannequin tends to be extra advanced. Based on bias-variance tradeoff, [&#8230;]</p>
<p>The post <a href="https://vidicom.com.ar/math-formulation-for-r-squared-math-formulation/">Math Formulation For R Squared,»math Formulation For R Squared Clarification, Examples, And Formula»</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>A high R2 signifies a decrease bias error as a outcome of the model can higher explain the change of Y with predictors. For this reason, we make fewer (erroneous) assumptions, and this ends in a decrease bias error. Meanwhile, to accommodate fewer assumptions, the mannequin tends to be extra advanced. Based on bias-variance tradeoff, the next complexity will result in a decrease in bias and a better performance (below the optimum line).</p>
<p>Combining these two developments, the bias-variance tradeoff describes a relationship between the performance of the mannequin and its complexity, which is proven as a u-shape curve on the right. For the adjusted R2 specifically, the model complexity (i.e. number of parameters) impacts the R2 and the time period / frac and thereby captures their attributes within the total performance of the model. It all the time falls inside the vary of zero to 1, the place zero signifies that the unbiased variable(s) do not clarify any of the variability within the dependent variable, and 1 indicates a perfect fit of the model to the info.</p>
<div style='text-align:center'></div>
<h2>R Squared Coefficient Of Determination</h2>
<p>In less complicated phrases, it tells us how well the impartial variables clarify the variability in the dependent variable. In survey evaluation, R-squared plays a vital role in measuring the proportion of variance defined by impartial variables. This means it helps assess whether your mannequin offers useful insights or if you should refine it further. R-squared is a statistical measure that exhibits how much of the variance in the dependent variable is explained by the impartial variable or variables in a regression mannequin. When coping with a linear regression mannequin that yields a adverse R squared worth, it signals that the model fails to seize the pattern throughout the data.</p>
<h2>Coefficient Of Willpower Calculator (r-squared)</h2>
<ul>
<li>This course of helps in figuring out the whole sum of squares, which is an important element in calculating R-squared.</li>
<li>Inside investment analysis, two measures of correlation generally encountered are R-squared and beta.</li>
<li>Adjusted R squared adjusts the R squared worth primarily based on the number of predictors within the model, providing a more correct measure for a number of regression models.</li>
</ul>
<p>However, it’s important to be cautious when adding variables, as together with too many irrelevant or collinear variables can really decrease the accuracy of your mannequin. This article will guide you through the process of calculating R-squared for survey data in R. To begin, we&#8217;ll break down the r squared method and then explain the r squared equation in easy phrases. Subsequent, we&#8217;ll provide hands-on examples for r survey evaluation methods that will assist you apply these ideas in practice. By the top, you’ll not only perceive the way to calculate correlation in R but additionally learn how to extract the r squared value and visualize the regression results successfully.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="404px" alt="r squared definition formula how to calculate" 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" /></p>
<h2>Key Assumptions Of Regression</h2>
<p>Based Mostly <a href="https://www.bookkeeping-reviews.com/r-squared-definition-formula-how-to-calculate/">r squared definition formula how to calculate</a> on bias-variance tradeoff, a higher mannequin complexity (beyond the optimum line) results in growing errors and a worse efficiency. For example, the practice of carrying matches (or a lighter) is correlated with incidence of lung cancer, but carrying matches doesn&#8217;t trigger most cancers (in the standard sense of «trigger»). You are required to calculate R-squared and conclude if this model explains the variances in peak have an effect on variances in weight. The numerator a part of the method checks whether or not they move together and remove their movements.</p>
<p>It considers all of the independent variables to calculate&nbsp;the coefficient of willpower for a dependent variable. When the variety of regressors is large, the mere reality of being able to regulate many regression coefficients permits us to significantly reduce the variance of the residuals. Earlier Than defining the R squared of a linear regression, we warn our readers that several slightly totally different definitions can be found in the literature. The R squared of a linear regression is a statistic that provides a quantitative answer to those questions. It’s essential to remember that whereas a high R squared worth is generally preferred, it&#8217;s not the only factor to contemplate when evaluating the performance of a regression model.</p>
<p>This course of helps in determining the total sum of squares, which is an important part in calculating R-squared. From there, following the formula, divide the first sum of errors (unexplained variance) by the second sum (total variance), subtract the result from one, and you have the R-squared. R-squared (R², coefficient of willpower, goodness of fit)&nbsp;measures how much variation in the dependent variable is explained by the independent variable(s).</p>
<p>Earlier Than operating a regression evaluation, guarantee your survey knowledge is clean and formatted accurately. Yes, a better R-squared worth indicates a better match for the regression mannequin, while a lower R-squared value suggests a poorer fit. Sure, R-squared may help assess danger in investments by indicating how a lot <a href="https://www.bookkeeping-reviews.com/">https://www.bookkeeping-reviews.com/</a> of an investment’s variability could be explained by changes in the market, thus providing perception into its relative stability or volatility. The appropriateness of an R-squared worth is context-dependent; research predicting human behavior typically have R-squared values less than 50%, whereas physical processes with precise measurements may need values over 90%. Evaluating an R-squared worth to those from similar studies can provide insight into whether the R-squared is reasonable for a given context. Then, R-squared is computed by dividing the sum of errors (unexplained variance) by the sum of whole variance, subtracting the outcome from one, and converting to a share if desired.</p>
<p>When it comes to bettering the R squared value in , one strategy is to add more variables to your mannequin. By including further independent variables which would possibly be relevant to the result you are learning, you presumably can doubtlessly capture more of the variation within the dependent variable. This can result in a higher R squared value, indicating that your mannequin is best at explaining the variability in the data.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="408px" alt="r squared definition formula how to calculate" 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/></p>
<p>Entry and download assortment of free Templates to help energy your productiveness and performance. The degrees-of-freedom adjustment allows us to take this reality into consideration and to avoid under-estimating the variance of the error terms. The ratioused within the formulation above is usually known as a degrees-of-freedom adjustment.</p><p>The post <a href="https://vidicom.com.ar/math-formulation-for-r-squared-math-formulation/">Math Formulation For R Squared,»math Formulation For R Squared Clarification, Examples, And Formula»</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></content:encoded>
					
		
		
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		<title>Variable Cost: What It Is And Tips On How To Calculate It</title>
		<link>https://vidicom.com.ar/variable-cost-what-it-is-and-tips-on-how-to/</link>
		
		<dc:creator><![CDATA[Vidicom]]></dc:creator>
		<pubDate>Tue, 28 Nov 2023 20:25:09 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://vidicom.com.ar/?p=72686</guid>

					<description><![CDATA[<p>The First-In, First-Out (FIFO) technique assumes that the primary supplies bought are the primary ones utilized in production. This means the ending stock is valued at the value of the most lately acquired materials. The operational implications of variable costs are tied to business scalability and profitability. With the next production quantity, a business could [&#8230;]</p>
<p>The post <a href="https://vidicom.com.ar/variable-cost-what-it-is-and-tips-on-how-to/">Variable Cost: What It Is And Tips On How To Calculate It</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></description>
										<content:encoded><![CDATA[<p>The First-In, First-Out (FIFO) technique assumes that the primary supplies bought are the primary ones utilized in production. This means the ending stock is valued at the value of the most lately acquired materials. The operational implications of variable costs are tied to business scalability and profitability. With the next production quantity, a business could have higher variable prices. But if a business can management its variable prices or find methods to scale back them, it may potentially increase the revenue margins.</p>
<p>A key characteristic of working expenses is their variable nature – they fluctuate in accordance with the level of business operations. For occasion, in a delivery service company, gasoline costs would be an operating expense, altering <a href="https://accounting-services.net/">https://accounting-services.net/</a> together with the number of deliveries made. This method helps companies decide the expenses directly associated to the manufacturing or gross sales volume of their products or services. In accounting, it is crucial to distinguish between direct and indirect variable prices to make sure accurate costing of products and services, and to make informed business choices. The wood and fabric used in manufacturing are direct materials, while the wages paid to workers assembling the furnishings represent direct labor. As production will increase, each materials usage and labor hours rise, demonstrating their variable nature.</p>
<div style='text-align:center'></div>
<p>This could make price accounting too costly for smaller firms and not necessarily worth the price for larger ones—unless vital financial savings would comply with. The start-up prices for price accounting are high, and it’s not something that might be simply trialed first. Expense management options may help you monitor cost fluctuations, forecast spending, and monitor how bills influence profitability.</p>
<h2>Direct Costs Vs Indirect Costs</h2>
<p>Our website providers, content, and products are for informational functions only. The firm faces the risk of loss if it produces less than 20,000 models. Nevertheless, something above this has limitless potential for yielding benefits for the company. For the previous fifty two years, Harold Averkamp (CPA, MBA) hasworked as an accounting supervisor, supervisor, marketing consultant, university instructor, and innovator in teaching accounting online.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="400px" alt="are direct materials variable costs" 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" /></p>
<h2>Importance Of Variable Value Analysis</h2>
<ul>
<li>Underneath variable costing, only direct supplies, direct labor and variable manufacturing unit overhead are thought-about product costs.</li>
<li>A firm should pay these expenses irrespective of the volume of products it manufactures and sells.</li>
<li>Oblique prices, like administrative salaries, cannot be attributed to a single product.</li>
</ul>
<p>One of the most effective methods to take control over your direct prices is to enhance your spend visibility by using specialized software to track prices in real time. Enterprise house owners and financial leaders encounter a quantity of distinct challenges in calculating their direct costs. A company has the following overheads with a complete oblique cost of $10,000. These prices are all instantly traceable to the ultimate product and are important in determining accurate production prices and pricing. In short, fixed costs are riskier, they generate a greater degree of leverage, they usually leave the corporate with larger upside potential. Variable costs are safer, generate much less leverage, and go away the corporate with a smaller upside potential.</p>
<p>This calculation helps the company plan its funds and make decisions about pricing, profitability, and manufacturing volumes. Direct labor is a value instantly attributable to production, hence a direct price. It Is additionally normally a variable cost as a end result of more labor is required as production will increase <a href="https://accounting-services.net/what-is-the-difference-between-direct-costs-and/">are direct materials variable costs</a>. However, some labor prices (like salaries of supervisors) might be indirect and/or fastened.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="400px" alt="are direct materials variable costs" 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/></p>
<p>You’ll also need to make use of a special machine for this table, which can value you $15 to work on. Direct supplies are measured utilizing two variances, that are famous beneath. Commissions are a percentage of a sale&#8217;s proceeds which are awarded to a salesman as additional compensation. For others who are paid an hourly rate, more labor hours lead to larger paychecks.</p>
<p>Focus on building strong relationships with suppliers and negotiate long-term contacts to secure higher pricing for uncooked supplies or elements. They are incurred as a direct result of producing the product or delivering a service and may be traced again to a selected product, project, or division. For instance, if a restaurant appears to increase its operations and add extra tables, it&#8217;ll need more components to satisfy the expected enhance in meals orders. This is a variable cost that have to be accounted for within the scaling strategy, affecting decision-making on pricing, staffing, and even the number of suppliers.</p>
<p>Direct prices are those directly linked to a product&#8217;s manufacturing (e.g., raw supplies, direct labor). Variable costs fluctuate with production volume (e.g., raw supplies, packaging). A value can be both direct and variable (e.g., uncooked materials), but not all the time.</p>
<p>This distinction is crucial for cost sheet preparation and understanding production bills. Understanding the distinction between direct and variable prices helps students answer examination questions and assists companies in accurate value calculations. This distinction impacts pricing, budgeting, revenue evaluation, and break-even calculations.</p><p>The post <a href="https://vidicom.com.ar/variable-cost-what-it-is-and-tips-on-how-to/">Variable Cost: What It Is And Tips On How To Calculate It</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></content:encoded>
					
		
		
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		<item>
		<title>Top 7 Construction Accounting Software Platforms for Contractors</title>
		<link>https://vidicom.com.ar/top-7-construction-accounting-software-platforms/</link>
		
		<dc:creator><![CDATA[Vidicom]]></dc:creator>
		<pubDate>Tue, 20 Jul 2021 14:14:22 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://vidicom.com.ar/?p=72658</guid>

					<description><![CDATA[<p>Job costing tracks expenses related to specific projects, helping assess profitability and cost control. Reconciling bank statements regularly is essential for maintaining accurate financial records. By comparing bank transactions with your bookkeeping records, you can quickly identify discrepancies and resolve errors. Efficient management of accounts payable helps maintain positive relationships with vendors and suppliers. Organize [&#8230;]</p>
<p>The post <a href="https://vidicom.com.ar/top-7-construction-accounting-software-platforms/">Top 7 Construction Accounting Software Platforms for Contractors</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/12/shutterstock_1716631705.jpg" width="256px" alt="bookkeeping for small construction business" /></p>
<p>Job costing tracks expenses related to specific projects, helping assess profitability and cost control. Reconciling bank statements regularly is essential for maintaining accurate financial records. By comparing bank transactions with your bookkeeping records, you can quickly identify discrepancies and resolve errors. Efficient management of accounts payable helps  maintain positive relationships with vendors and suppliers. Organize vendor invoices, track payment due dates, and avoid late fees by setting up automated payment reminders. By accurately assigning costs to each job, business owners can identify discrepancies early and make data-driven adjustments to their budgets.</p>
<h2>Best accounting software for general contractor</h2>
<p>When using this method, you recognize revenue as a percentage of the work your company completed during a period. Some of it is likely reserved for things like payroll, covering expenses, and paying taxes. Job costing is <a href="https://www.google.com/search?q=trial+balance">trial balance</a> a process that helps you determine the costs of working on a project.</p>
<h2>The Foundation for Construction Accounting</h2>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/09/xacca-or-accounting-degree-whic-1.png.pagespeed.ic_.nrRZ4ZmRjF-min-1.png" width="258px" alt="bookkeeping for small construction business" /></p>
<p>QuickBooks Enterprise is a desktop application (installed on-premise) with cloud access available for an additional fee. Because Intacct is Sage’s only fully cloud-based solution, users don’t have to worry about lengthy interruptions for updates and server reboots. However, we have it on good authority that prices start at $4,650 annually. Please note that these solutions are provided for reference and are not ranked in any particular order. Yes, Xero’s reporting and analytics capabilities help you easily prepare and submit your returns so you never miss a deadline. Depending on your needs, integrations with other apps and software can help simplify your day-to-day life.</p>
<div style='text-align:center'></div>
<h2>TDS Handling for Contractor Payments</h2>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/10/c42d32a4-c88c-421a-9b5c-1997ce8494db-400x300.jpg" width="256px" alt="bookkeeping for small construction business" /></p>
<p>Approve timesheets and let your team clock in and out from any device to help reduce errors and simplify tax filing. <a href="https://www.bookstime.com/construction-companies">bookkeeping for contractors</a> Keep tabs on open construction invoices, balances, and past dues with reports like the Customer Balance Summary or Accounts Receivable Aging Summary. Add cost rates by employee or sync seamlessly with QuickBooks Payroll. Empower your PMs to improve billing efficiency and increase project profitability. Reduce invoice aging by 30% with billing, collections, and reporting tools. Streamline change management and minimize risk with a centralized log.</p>
<h2>Work in Progress Reports</h2>
<ul>
<li>Construction accounting is a specialized field of accounting that addresses the unique financial and operational needs of the construction industry.</li>
<li>The construction industry is subject to economic, political, weather, and seasonal fluctuations.</li>
<li>Access Xero features for 30 days, then decide which plan best suits your business.</li>
<li>However, outsourcing also has its drawbacks, such as ongoing costs and less control over day-to-day financial management.</li>
<li>As of December 2018, all companies reporting under GAAP need to follow ASC 606.</li>
<li>The simplest and easiest approach to recognizing revenue, cash-basis accounting records revenue when a payment is received, and an expense when a payment is made.</li>
<li>We recommend Jonas Premier, CMiC, or another construction ERP software instead.</li>
</ul>
<p>Investing in construction-specific accounting software can help you manage your bookkeeping and accounting tasks more efficiently. Software like QuickBooks or Sage 100 Contractor can handle data entry, track labor costs, and ensure revenue is recognized correctly. The best method for small businesses often combines accounting software with basic manual checks to ensure accuracy. Using construction-specific software streamlines expense tracking and job costing. Foundation breaks its software down into modules that you can put into a custom solution. Set up projects with the right budget set using the job costing module.</p>
<ul>
<li>QuickBooks invoicing for construction gives you the flexibility to get paid anyway you want.</li>
<li>Among other areas of guidance, these standards help contractors identify whether they should recognize revenue on their books at a single point in time (as with CCM) or over time (as with PCM).</li>
<li>Accurate tracking of each payment type ensures reliable financial records and prevents confusion between business income and personal income.</li>
<li>It uses a cash basis accounting and construction contractors should consult with a tax advisor to get the best tax strategy for their business.</li>
</ul>
<ul>
<li>We designed ZipBooks to be intuitive for anyone to use, whether you’re a millennial or nearing retirement.</li>
<li>WIP reports show the financial status of ongoing construction projects.</li>
<li>Contractors will learn everything about managing their business finances effectively, from job costing to financial reporting.</li>
<li>These things are all easy to do with the help of construction software.</li>
<li>Therefore, the allowable wages for workers on federal projects are dynamic and location-specific, based on the prevailing wage determinations published by the government.</li>
<li>Procore takes a customized approach to tailor your setup to your company’s needs.</li>
</ul>
<p>As a best practice, most contractors also include a change order process in the original project contract. Remember that most construction contracts include retainage–a portion of the payment that is usually withheld till the entire project is complete. This means that  a contractor’s profit margin can be held back long after their portion of the work has been completed. For example, a construction company agrees with a client to build a wall for $15 per square foot.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/08/b88afaa281.jpg" width="251px" alt="bookkeeping for small construction business" /></p>
<p>Premier Construction Software makes these financial processes easier with automated systems and standardized documentation. The software&#8217;s automated mark-up options make change order management simple. The system also reminds subcontractors by email to submit <a href="https://www.facebook.com/BooksTimeInc/posts/pfbid0Nya1fvYzN9puxBhBhyBXoYVgZY5tMebZRKJNpRDEXi3pz2uNykgbWHSVbrH4y5qUl">QuickBooks Accountant</a> their completion percentages. Revenue recognition and retainage practices track with long-term contracts paid over time. Apart from multiple prevailing wage and union rates, contractors commonly deal with multiple rates for numerous other reasons.</p>
<h2>Track project time and costs easily</h2>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/09/shutterstock_328330016.jpg" width="253px" alt="bookkeeping for small construction business" /></p>
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<p>The Xero Accounting app lets you zoom through jobs on site, from recording your expenses and storing construction contracts to managing your cash flow. This includes maintaining detailed records of bids, labor costs, materials, and other expenses related to each project. This practice helps in auditing and ensures you are staying within budget. Accurate job costing is essential for tracking each project&#8217;s labor costs, materials, and overhead.</p><p>The post <a href="https://vidicom.com.ar/top-7-construction-accounting-software-platforms/">Top 7 Construction Accounting Software Platforms for Contractors</a> first appeared on <a href="https://vidicom.com.ar">Vidicom - Video y audio profesional</a>.</p>]]></content:encoded>
					
		
		
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