{"id":9320,"date":"2024-10-02T18:48:33","date_gmt":"2024-10-02T18:48:33","guid":{"rendered":"https:\/\/overxls.com\/dev\/?p=9320"},"modified":"2025-09-26T07:11:16","modified_gmt":"2025-09-26T07:11:16","slug":"on-line-betting-on-line-casino-video-games-stay","status":"publish","type":"post","link":"https:\/\/overxls.com\/dev\/on-line-betting-on-line-casino-video-games-stay\/","title":{"rendered":"On-line Betting, On Line Casino Video Games, Stay Casino"},"content":{"rendered":"<p>Due To This Fact, the book worth of $51,200 multiplied by 20% will lead to $10,240 of depreciation expense for Yr four. As a hypothetical example, suppose a business bought a $30,000 delivery truck, which was anticipated to final for 10 years. Underneath the straight-line depreciation methodology, the company would deduct $2,seven-hundred per yr for 10 years\u2013that is, $30,000 minus $3,000, divided by 10. Guess on your favorite sports activities and casino games with the official cellular app, the most effective betting app in Canada.<\/p>\n<p>Each technique serves distinct functions and can be chosen based on a company\u2019s monetary strategy and the nature of the assets concerned. The straight-line method offers a constant depreciation expense over the asset\u2019s helpful life, simplifying budgeting and financial planning. This technique is suitable for assets that wear out evenly, like office furniture. The double declining balance method allows businesses to depreciate belongings more rapidly in the initial years of their useful life. This method advantages assets that lose value shortly or turn into obsolete at a quicker rate. To start, decide the asset\u2019s preliminary book value and its helpful life.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"600px\" alt=\"what is double declining depreciation\" 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\"\/><\/p>\n<h2>How Data Management Methods Are Shaping The Future Of Business<\/h2>\n<p>As years go by and you deduct less of the asset\u2019s worth, you\u2019ll even be making less revenue from the asset\u2014so the two balance out. If you\u2019re brand new to the idea, open another tab and examine out our complete guide to depreciation. Then come back here\u2014you\u2019ll have the background data you need to study double declining stability. Our intuitive software automates the busywork with highly effective tools and features designed that can help you simplify your monetary management and make informed business selections. The Models of Output Methodology hyperlinks depreciation to the precise utilization of the asset.<\/p>\n<h2>Instance Of Double Declining Steadiness Depreciation<\/h2>\n<p>It is especially suitable for property whose usage varies significantly from 12 months to year. This strategy ensures that depreciation expense is immediately tied to an asset\u2019s manufacturing or utilization ranges. This course of continues for every subsequent year, recalculating the depreciation expense based mostly on the declining e-book worth. As the asset\u2019s guide worth decreases, the depreciation expense additionally decreases.<\/p>\n<h2>What\u2019s The Distinction Between A Bookkeeper Vs Accountant?<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"605px\" alt=\"what is double declining depreciation\" 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\"\/><\/p>\n<p>In some cases, we earn commissions when gross sales are made through our referrals. These financial <a href=\"https:\/\/accounting-services.net\/\">https:\/\/accounting-services.net\/<\/a> relationships support our content but do not dictate our recommendations. Our editorial team independently evaluates merchandise based mostly on thousands of hours of analysis. Nonetheless, the administration groups of public corporations are usually short-term oriented as a result of requirement to report quarterly earnings (10-Q) and uphold their company\u2019s share worth. Since public firms are incentivized to increase shareholder value (and thus, their share price), it is usually in their finest interests to recognize depreciation more progressively using the straight-line methodology. If you are a hockey sports betting fan who desires to wager on the most recent NHL markets, we have got you coated.<\/p>\n<p>Over the depreciation process, the double depreciation fee remains constant and is utilized to the lowering guide worth every depreciation interval. The e-book worth, or depreciation base, of an asset, declines over time. To get a greater grasp of double declining steadiness, spend somewhat time experimenting with this double declining stability calculator. It\u2019s a good way to see the formula in action\u2014and understand what sort of impression double declining depreciation may need in your funds. 1- You can\u2019t use double declining depreciation the total size of an asset\u2019s useful life. Since it at all times costs a proportion on the base worth, there will all the time be leftovers.<\/p>\n<div style='text-align:center'><iframe width='564' height='311' src='https:\/\/www.youtube.com\/embed\/M-VzJ51zZoM' frameborder='0' alt='what is double declining depreciation' allowfullscreen><\/iframe><\/div>\n<p>As Soon As the speed is established, calculate the depreciation expense for the first 12 months by applying this rate to the asset\u2019s preliminary guide worth. In subsequent years, apply the same price to the asset\u2019s remaining e-book worth, which decreases annually as depreciation is accounted for. This results in <a href=\"https:\/\/accounting-services.net\/double-declining-balance-depreciation-method\/\">what is double declining depreciation<\/a> a diminishing depreciation expense over time, aligning with the asset\u2019s reducing utility and worth. The book value mustn&#8217;t fall under the asset\u2019s salvage value, the estimated residual value on the finish of its helpful life. Depreciation rates used in the declining stability technique could possibly be 150%, 200% (double), or 250% of the straight-line fee. When the depreciation fee for the declining stability methodology is ready as a a number of, doubling the straight-line price, the declining stability technique is successfully the double-declining steadiness technique.<\/p>\n<h2>What Is The Double Declining Stability Method?<\/h2>\n<p>For prospects exterior of Great Britain, Northern Eire, Jersey and Gibraltar, this web site is operated by William Hill Global PLC, an organization registered in Malta with registration number C96298. For clients in the Republic of Eire, this web site is operated by William Hill Malta PLC, with company number C87591. Recovery interval, or the helpful lifetime of the asset, is the interval over which you\u2019re depreciating it, in years. Get free guides, articles, instruments and calculators to help you navigate the financial aspect of your business with ease. The magic occurs when our intuitive software and real, human help come collectively.<\/p>\n<ul>\n<li>(An instance might be an apple tree that produces fewer and fewer apples as the years go by.) Naturally, you have to pay taxes on that earnings.<\/li>\n<li>It can be useful when the intent is to acknowledge extra expense now, thereby shifting revenue recognition additional into the long run (which may be of use for deferring income taxes).<\/li>\n<li>Nonetheless, note that finally, we should swap from using the double declining methodology of depreciation in order for the salvage worth assumption to be met.<\/li>\n<li>So your annual write-offs are more stable over time, which makes earnings simpler to foretell.<\/li>\n<li>The book value of $64,000 multiplied by 20% is $12,800 of depreciation expense for 12 Months 3.<\/li>\n<\/ul>\n<h2>You Probably Can Match Upkeep Prices<\/h2>\n<p>The book value of $64,000 multiplied by 20% is $12,800 of depreciation expense for 12 Months three. Underneath the generally accepted accounting principles (GAAP) for public companies, expenses are recorded in the identical interval as the revenue that&#8217;s earned as a end result of these expenses. With the fixed double depreciation rate and a successively lower depreciation base, charges calculated with this technique frequently drop.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Due To This Fact, the book worth of $51,200 multiplied by 20% will lead to $10,240 of depreciation expense for Yr four. As a hypothetical example, suppose a business bought a $30,000 delivery truck, which was anticipated to final for 10 years. Underneath the straight-line depreciation methodology, the company would deduct $2,seven-hundred per yr for [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1986],"tags":[],"class_list":["post-9320","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/posts\/9320","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/comments?post=9320"}],"version-history":[{"count":1,"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/posts\/9320\/revisions"}],"predecessor-version":[{"id":9321,"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/posts\/9320\/revisions\/9321"}],"wp:attachment":[{"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/media?parent=9320"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/categories?post=9320"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/overxls.com\/dev\/wp-json\/wp\/v2\/tags?post=9320"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}