{"id":1237,"date":"2020-11-18T11:55:19","date_gmt":"2020-11-18T11:55:19","guid":{"rendered":"http:\/\/seidconsult.com\/wordpress\/?p=1237"},"modified":"2023-08-03T08:48:43","modified_gmt":"2023-08-03T08:48:43","slug":"depreciation-expense-helps-business-owners-keep","status":"publish","type":"post","link":"http:\/\/seidconsult.com\/wordpress\/2020\/11\/18\/depreciation-expense-helps-business-owners-keep\/","title":{"rendered":"Depreciation expense helps business owners keep more money Internal Revenue Service"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"454px\" alt=\"is depreciation an expense\"\/><\/p>\n<p><p>If the result of (3) gives you a midpoint of a quarter that is on a day other than the first day or midpoint of a month, treat the property as placed in service or disposed of on the nearest preceding first day or midpoint of that month. Under the mid-month convention, you always treat your property as placed in service or disposed of on the midpoint of the month it is placed in service or disposed of. The following examples show how to figure depreciation under MACRS without using the percentage tables.<\/p>\n<\/p>\n<p><p>You are a sole proprietor and calendar year taxpayer who works as  a sales representative in a large metropolitan area for a company that manufactures household products. For the first 3 weeks of each month, you occasionally used your own automobile for business travel within the metropolitan area. During these weeks, your business use of the automobile does not follow a consistent pattern.<\/p>\n<\/p>\n<p><h2>Units of Production<\/h2>\n<\/p>\n<p><p>For each GAA, record the depreciation allowance in a separate depreciation reserve account. Under the simplified method, you figure the depreciation for a later 12-month year in the recovery period by multiplying the adjusted basis of your property at the beginning of the year by the applicable depreciation rate. Under MACRS, Tara is allowed 4 months of depreciation for the short tax year that consists of 10 months. The corporation first multiplies the basis ($1,000) by 40% to get the depreciation for a full tax year of $400.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/personal-accounting.org\/wp-content\/uploads\/2021\/05\/a486425a-b05c-415f-91ed-65620c5e2019-150x150.jpg\" width=\"450px\" alt=\"is depreciation an expense\"\/><\/p>\n<p><p>To illustrate, let&#8217;s assume that a retailer purchases new display racks at a cost of $84,000. This asset is estimated to have a useful life of 7 years (84 months) and no salvage value at the end of 7 years. Assuming the retailer uses the straight-line depreciation method, during each month of the display racks&#8217; lives the retailer&#8217;s monthly income statement will report depreciation expense of $1,000.<\/p>\n<\/p>\n<p><h2>What Is Accumulated Depreciation?<\/h2>\n<\/p>\n<p><p>Depreciation expense is considered a non-cash expense because the recurring monthly depreciation entry does not involve a cash transaction. Because of this, the statement of cash flows prepared under the indirect method adds the depreciation expense back to calculate cash flow from operations. The methods used to calculate depreciation include straight line,  declining balance, sum-of-the-years&#8217; digits, and units of production.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 10px;'>\n<h3>FASB proposes improvements to income statement expenses &#8211; Journal of Accountancy<\/h3>\n<p>FASB proposes improvements to income statement expenses.<\/p>\n<p>Posted: Tue, 01 Aug 2023 17:54:29 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMibGh0dHBzOi8vd3d3LmpvdXJuYWxvZmFjY291bnRhbmN5LmNvbS9uZXdzLzIwMjMvYXVnL2Zhc2ItcHJvcG9zZXMtaW1wcm92ZW1lbnRzLWluY29tZS1zdGF0ZW1lbnQtZXhwZW5zZXMuaHRtbNIBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Depreciate the part of the new automobile&#8217;s basis that exceeds its carryover basis (excess basis) as if it were newly placed in service property. This excess basis is the additional cash paid for the new automobile in the trade-in. You can use the following worksheet to figure your depreciation deduction using the percentage tables. James Company Inc. owns several automobiles that its employees use for business purposes. The employees are also allowed to take the automobiles home at night. The FMV of each employee&#8217;s use of an automobile for any personal purpose, such as commuting to and from work, is reported as income to the employee and James Company withholds tax on it.<\/p>\n<\/p>\n<p><h2>Join PRO or PRO Plus and Get Lifetime Access to Our Premium Materials<\/h2>\n<\/p>\n<p><p>The number of years over which the basis of an item of property is recovered. Passenger automobiles; any other property used for transportation; and property of a type generally used for entertainment, recreation, or amusement. Expenses generally paid by a buyer to research the title of real property.<\/p>\n<\/p>\n<p><p>Eight in 10 taxpayers use direct deposit to receive their refunds. If you don\u2019t have a bank account, go to IRS.gov\/DirectDeposit for more information on where to find a bank or credit union that can open an account online. Although the tax preparer always signs the return, you&#8217;re ultimately responsible for providing all the information required for the preparer to accurately prepare your return.<\/p>\n<\/p>\n<p><p>Their unadjusted basis after the section 179 deduction was $15,000 ($39,000 \u2013 $24,000). They figured their MACRS depreciation deduction using the percentage tables. The GDS of MACRS uses the 150% and 200% declining balance methods for certain types of property. A depreciation rate (percentage) is determined by dividing the declining balance percentage by the recovery period for the property. 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.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"458px\" alt=\"is depreciation an expense\"\/><\/p>\n<p><p>Most business owners prefer to expense only a portion of the cost, which can boost net income. There are several methods that accountants commonly use to depreciate capital assets and other revenue-generating assets. These are straight-line, declining balance, double-declining balance, sum-of-the-years&#8217; digits, and unit of production. Depreciation is considered a non-cash charge because it doesn&#8217;t represent an actual cash outflow. The entire cash outlay might be paid initially when an asset is purchased, but the expense is recorded incrementally for financial reporting purposes.<\/p>\n<\/p>\n<p><h2>Declining Balance<\/h2>\n<\/p>\n<p><p>The formula for this is (cost of asset minus salvage value) divided by useful life. The depreciation of assets used in a company&#8217;s peripheral activities will reduce the company&#8217;s non-operating (or other) income. When a company buys an asset that will probably last for greater than one year, the cost of that asset is not counted as an immediate expense. Rather, the cost is spread out over several years in a process known as depreciation.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"453px\" alt=\"is depreciation an expense\"\/><\/p>\n<p><p>You used the mid-quarter convention because this was the only item of business property you placed in service in 2019 and it was placed in service during the last 3 months of your tax year. Your property is in the 5-year <a href=\"https:\/\/personal-accounting.org\/how-to-calculate-after-tax-salvage-value-when-the\/\">how to calculate after-tax salvage value when the project ends<\/a> property class, so you used Table A-5 to figure your depreciation deduction. Your deductions for 2019, 2020, and 2021 were $500 (5% of $10,000), $3,800 (38% of $10,000), and $2,280 (22.80% of $10,000), respectively.<\/p>\n<\/p>\n<p><p>Treat the leasing of any aircraft by a 5% owner or related person, or the compensatory use of any aircraft, as a qualified business use if at least 25% of the total use of the aircraft during the year is for a qualified business use. If someone else uses your automobile, do not treat that use as business use unless one of the following conditions applies. A qualified moving van is any truck or van used by a professional moving company for moving household or business goods if the following requirements are met. If there is a gain, the amount subject to recapture as ordinary income is limited to the result of the following.<\/p>\n<\/p>\n<ul>\n<li>For property for which you used a half-year convention, the depreciation deduction for the year of the disposition is half the depreciation determined for the full year.<\/li>\n<li>You refer to the MACRS Percentage Table Guide in Appendix A to determine which table you should use under the mid-quarter convention.<\/li>\n<li>Work with your accountant to be sure you\u2019re recording the correct depreciation for your tax return.<\/li>\n<\/ul>\n<p><p>Generally, this is any improvement to an interior portion of a building that is nonresidential real property if the improvement is placed in service after the date the building was first placed in service. To qualify for the section 179 deduction, your property must be one of the following types of depreciable property. The following are examples of a change in method of accounting for depreciation.<\/p>\n<\/p>\n<p><p>Causes of depreciation are natural wear and tear[citation needed]. If the depreciation deductions for your automobile are reduced under the passenger automobile limits, you will have unrecovered basis in your automobile at the end of the recovery period. If you continue to use the automobile for business, you can deduct that unrecovered basis after the recovery period ends. 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. In June 2018, Ellen Rye purchased and placed in service a pickup truck that cost $18,000.<\/p>\n<\/p>\n<ul>\n<li>The numerator of the fraction is the number of months (including partial months) in the year that the property is considered in service.<\/li>\n<li>The total amount you can elect to deduct under section 179 for most property placed in service in tax years beginning in 2022 generally cannot be more than $1,080,000.<\/li>\n<li>Qualified property must also be placed in service before January 1, 2027 (or before January 1, 2028, for certain property with a long production period and for certain aircraft), and can be either new property or certain used property.<\/li>\n<li>As part of Richard&#8217;s pay, Richard is allowed to use one of the company automobiles for personal use.<\/li>\n<\/ul>\n<p><p>The basic difference between&nbsp;depreciation&nbsp;expense and&nbsp;accumulated depreciation&nbsp;lies in the fact that one appears as an expense on the income statement while the other is a&nbsp;contra asset&nbsp;reported on the balance sheet. As stated earlier, carrying value is the net of the asset account and the accumulated depreciation. The salvage value is the carrying value that remains on the balance sheet after which all depreciation is accounted for until the asset is disposed of or sold. Accumulated depreciation is the total amount of depreciation expense recorded for an asset on a company&#8217;s balance sheet.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>If the result of (3) gives you a midpoint of a quarter that is on a day other than the first day or midpoint of a month, treat the property as placed in service or disposed of on the nearest preceding first day or midpoint of that month. Under the mid-month convention, you always treat [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[64],"tags":[],"class_list":["post-1237","post","type-post","status-publish","format-standard","hentry","category-bookkeeping-2"],"_links":{"self":[{"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/posts\/1237","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/comments?post=1237"}],"version-history":[{"count":1,"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/posts\/1237\/revisions"}],"predecessor-version":[{"id":1238,"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/posts\/1237\/revisions\/1238"}],"wp:attachment":[{"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/media?parent=1237"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/categories?post=1237"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/seidconsult.com\/wordpress\/wp-json\/wp\/v2\/tags?post=1237"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}