{"id":14986,"date":"2023-02-14T07:07:43","date_gmt":"2023-02-14T07:07:43","guid":{"rendered":"https:\/\/abrar.edu.so\/sohc-conference2022\/?p=14986"},"modified":"2023-10-23T20:06:33","modified_gmt":"2023-10-23T20:06:33","slug":"the-2023-straight-line-depreciation-formula","status":"publish","type":"post","link":"https:\/\/abrar.edu.so\/sohc-conference2022\/the-2023-straight-line-depreciation-formula\/","title":{"rendered":"The 2023 straight-line depreciation formula + examples"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"straight line depreciation\"\/><\/p>\n<p><p>During the short tax year, Tara placed property in service for which it uses the half-year convention. Tara treats this property as placed in service on the first day of the sixth month of the short tax year, or August 1, 2022. If your property has a carryover basis because you acquired it in a nontaxable transfer such as a like-kind exchange or involuntary conversion,  you must generally figure depreciation for the property as if the transfer had not occurred. However, see Like-kind exchanges and involuntary conversions, earlier, in chapter 3 under How Much Can You Deduct; and Property Acquired in a Like-kind Exchange or Involuntary Conversion next. For the second year, the adjusted basis of the computer is $4,750.<\/p>\n<\/p>\n<p><p>Ellen used it only for qualified business use for 2018 through 2021. Ellen claimed a section 179 deduction of $10,000 based on the purchase of the truck. Ellen began depreciating it using the 200% DB method over a 5-year GDS recovery period.<\/p>\n<\/p>\n<p><h2>Step 4: Divide 1 by the number of years of useful life to determine annual depreciation rate<\/h2>\n<\/p>\n<p><p>Go to IRS.gov\/WMAR to track the status of Form 1040-X amended returns. Form 9000, Alternative Media Preference, or Form 9000(SP) allows you to elect to receive certain types of written correspondence in the following formats. The IRS Video portal (IRSVideos.gov) contains video and audio presentations for individuals, small businesses, and tax professionals. The following IRS YouTube channels provide short, informative videos on various tax-related topics in English, Spanish, and ASL. Go to IRS.gov\/SocialMedia to see the various social media tools the IRS uses to share the latest information on tax changes, scam alerts, initiatives, products, and services.<\/p>\n<\/p>\n<ul>\n<li>Many systems allow an additional deduction for a portion of the cost of depreciable assets acquired in the current tax year.<\/li>\n<li>The straight line depreciation calculation should make it clear how much leeway management has in managing reported earnings in any given period.<\/li>\n<li>However, your records should back up your receipts in an orderly manner.<\/li>\n<li>Use the Depreciation Worksheet for Passenger Automobiles in chapter 5..<\/li>\n<li>Even if the requirements explained earlier under What Property Qualifies?<\/li>\n<li>If you use part of your home as an office, you may be able to deduct depreciation on that part based on its business use.<\/li>\n<\/ul>\n<p><p>You can claim a depreciation deduction in each succeeding tax year until you recover your full basis in the car. The maximum amount you can deduct each year is determined by the date you placed the car in service and your business\/investment-use percentage. To figure your MACRS depreciation deduction for the short tax year, you must first determine the depreciation for a full tax year. You do this by multiplying your basis in the property by the applicable depreciation rate. Do this by multiplying the depreciation for a full tax year by a fraction. The numerator (top number) of the fraction is the number of months (including parts of a month) the property is treated as in service during the tax year (applying the applicable convention).<\/p>\n<\/p>\n<p><h2>Credits &#038; Deductions<\/h2>\n<\/p>\n<p><p>These are faster than what management decides to employ on the reported financial statements put together under the&nbsp;Generally Accepted Accounting Principles (GAAP)&nbsp;rules. Management is likely going to take advantage of this because it can increase intrinsic value. The calculation is straightforward <a href=\"https:\/\/business-accounting.net\/bookkeeping-for-solo-and-small-law-firms\/\">Bookkeeping for Solo and Small Law Firms<\/a> and it does the job for a majority of businesses that don&#8217;t need one of the more complex methodologies. Now, let\u2019s assume you run a large fishing business that sets out on the Bering Sea every summer to capture fresh salmon. You buy a new vessel for $280,000 to help increase production.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='560' height='318' src='https:\/\/www.youtube.com\/embed\/Cn8au0GrNbE' frameborder='0' alt='straight line depreciation' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Pilots can usually obtain these hours by flying with the Air Force Reserve or by flying part-time  with another airline. The use of that airplane to obtain the required flight hours is neither for the convenience of the employer nor required as a condition of employment. You can revoke an election to use a GAA only in the following situations. If you dispose of <a href=\"https:\/\/accounting-services.net\/what-accounting-software-do-startups-use\/\">https:\/\/accounting-services.net\/what-accounting-software-do-startups-use\/<\/a> GAA property in a qualifying disposition, you can choose to remove the property from the GAA. A qualifying disposition is one that does not involve all the property, or the last item of property, remaining in a GAA and that is described by any of the following. However, these rules do not apply to any disposition described later under Terminating GAA Treatment.<\/p>\n<\/p>\n<p><h2>How to calculate straight-line depreciation<\/h2>\n<\/p>\n<p><p>LITCs represent individuals whose income is below a certain level and need to resolve tax problems with the IRS, such as audits, appeals, and tax collection disputes. In addition, LITCs can provide information about taxpayer rights and responsibilities in different <a href=\"https:\/\/intuit-payroll.org\/6-tax-tips-for-startups\/\">https:\/\/intuit-payroll.org\/6-tax-tips-for-startups\/<\/a> languages for individuals who speak English as a second language. Services are offered for free or a small fee for eligible taxpayers. To find an LITC near you, go to TaxpayerAdvocate.IRS.gov\/about-us\/Low-Income-Taxpayer-Clinics-LITC or see IRS Pub.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"253px\" alt=\"straight line depreciation\"\/><\/p>\n<p><p>The partnership must reduce its dollar limit by $50,000 ($2,750,000 \u2212 $2,700,000). Its maximum section 179 deduction is $1,030,000 ($1,080,000 \u2212 $50,000), and it elects to expense that amount. The partnership&#8217;s taxable income from the active conduct of all its trades or businesses for the year was $1,030,000, so it can deduct the full $1,030,000. It allocates $40,000 of its section 179 deduction and $50,000 of its taxable income to Dean, one of its partners. You can carry over to 2023 a 2022 deduction attributable to qualified section 179 real property that you placed in service during the tax year and that you elected to expense but were unable to take because of the business income limitation.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>During the short tax year, Tara placed property in service for which it uses the half-year convention. Tara treats this&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[105],"tags":[],"class_list":["post-14986","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts\/14986","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/comments?post=14986"}],"version-history":[{"count":1,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts\/14986\/revisions"}],"predecessor-version":[{"id":14987,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/posts\/14986\/revisions\/14987"}],"wp:attachment":[{"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/media?parent=14986"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/categories?post=14986"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/abrar.edu.so\/sohc-conference2022\/wp-json\/wp\/v2\/tags?post=14986"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}