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\" width=\"250px\" alt=\"depreciation tax shield formula\"\/><\/p>\n<p><p>A company is reviewing an investment proposal in a project involving a capital outlay of $90,00,000 in a plant and machinery. The project would have a life of 5 years  at the end of which the plant and machinery could fetch a value of $30,00,000. The taxes saved due to the Interest Expense deductions are the Interest Tax Shield.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"depreciation tax shield formula\"\/><\/p>\n<p><h2>How Liam Passed His CPA Exams by Tweaking His Study Process<\/h2>\n<\/p>\n<p><p>Taxpayers must understand the rules and regulations that apply to each type of tax shield and ensure that they are accurately calculating the deduction or credit. We note from above that the Tax Shield has a direct impact on the profits as net income will come down if depreciation expense is increasing, resulting in less tax burden. As for the taxes owed, we\u2019ll multiply EBT by our 20% tax rate assumption, and net income is equal to EBT subtracted by the tax. In the final step, the depreciation expense \u2014 typically an estimated amount based on historical spending (i.e. a percentage of Capex) and management guidance \u2014 is multiplied by the tax rate.<\/p>\n<\/p>\n<ul>\n<li>The real cash outflow stemming from capital expenditures has already occurred, however in U.S.<\/li>\n<li>However, when it is deducted from taxable income, it has a positive cash flow effect in the form of tax saving \u2013 the depreciation tax shield.<\/li>\n<li>For example, a company with an annual interest expense of $3 million can take advantage of this tax shield.<\/li>\n<li>As the name suggests and discussed earlier, the interest tax shield approach refers to the deduction claimed in the tax burden due to the interest expenses.<\/li>\n<\/ul>\n<p><h2>Quick Note: What is Debt?<\/h2>\n<\/p>\n<p><p>In general, any taxpayer who incurs expenses or costs that are tax-deductible can benefit from tax shields. Interest tax shield is the tax benefit that arises from being able to deduct interest expenses on debt from taxable income. This is because interest payments are considered a business expense, and are therefore deductible from taxable income. This interest is deductible from taxable income, reducing the company&#8217;s tax liability. As a result, companies may choose to finance their operations through debt rather than equity to take advantage of this tax shield. Tax shield refers to the reduction in taxable income that results from deductions, credits, or other tax-related expenses.<\/p>\n<\/p>\n<p><h2>Sum-of-Years-Digits Approach:<\/h2>\n<\/p>\n<p><p>Capital expenditure (Capex)\u2014with the cash flow generated from fixed asset over a period of time. On the income statement, depreciation reduces a company\u2019s earning before taxes (EBT) and the total taxes owed for book purposes. So, conclusively, we can say that the concept is more practical and effective when the annual depreciation expense and tax rates are higher. Similarly, the depreciation tax shield increases as the amount of allowable depreciation increases. The tax savings from depreciation represent the &#8220;depreciation tax shield&#8221;, reducing the tax owed by a company for book purposes. Real estate depreciation is a method used to deduct market value loss and the costs of buying and improving a property over its useful life from your taxes.<\/p>\n<\/p>\n<p><p>By taking advantage of legitimate deductions, credits, or other specific tax provisions, individuals and businesses can legally lower their taxes and retain more of their earned income. Depreciation refers to the reduction in the value of tangible assets over some time due to wear and tear. However, depreciation can be used as a tax shield approach by decreasing the depreciation expense from taxable obligation. Therefore, the depreciation tax shield formula can be calculated by multiplying the corresponding expense with the tax rate.<\/p>\n<\/p>\n<p><p>For example, a company with an annual interest expense of $3 million can take advantage of this tax shield. The amount of cash paid in taxes is directly affected, making it a key issue when evaluating investments in fixed assets. As the name suggests and discussed earlier, the interest tax shield approach refers to the deduction claimed in the tax burden due to the interest expenses. This explains that if an individual or corporation has a loan or mortgages and are paying interest on the same.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='560' height='312' src='https:\/\/www.youtube.com\/embed\/WQWbCpSRAbE' frameborder='0' alt='depreciation tax shield formula' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><div style='text-align:center'><iframe width='563' height='319' src='https:\/\/www.youtube.com\/embed\/t9Nd00lUugg' frameborder='0' alt='depreciation tax shield formula' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>As a result, to recover, the management may refrain from productive investments or even take their money out from operations to serve the debt amount. Companies try to maximise their expense for depreciation to incorporate the tax filings. Moreover, they use different depreciation methods like the sum of years digits and double-declining balance method (to utilize the time value of money) to lower taxes for recent years. By comparing the above two options calculated, we concluded that the present value in the case of buying by taking a tax shield is lower <a href=\"https:\/\/www.pinterest.com\/enstinemuki\/everything-blogging-and-online-business\/\">https:\/\/www.pinterest.com\/enstinemuki\/everything-blogging-and-online-business\/<\/a> than the lease option. A 25 % depreciation for plant and machinery is available on accelerated depreciation basis&nbsp;as Income tax exemption. Assume that the corporate tax is paid one year in arrear of the periods to which it relates, and the first year\u2019s depreciation allowance would be claimed  against the profits of year 1.<\/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=\"depreciation tax shield formula\"\/><\/p>\n<p><p>The business operation will involve the use of assets of larger value resulting in a substantial amount of depreciation being deducted from the taxable income. Therefore, it is important to understand the formula used to calculate&nbsp;depreciation tax shield, as given below. Depreciation tax shield refers to the net reduction in a company\u2019s income tax liability on account of annual depreciation charge admissible under the applicable tax  law. A company can estimate the amount of available tax shield by multiplying its tax admissible depreciation by the applicable tax rate.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>A company is reviewing an investment proposal in a project involving a capital outlay of $90,00,000 in a plant and machinery. The project would have a life of 5 years at the end of which the plant and machinery could [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[242],"tags":[],"_links":{"self":[{"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/posts\/19398"}],"collection":[{"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/comments?post=19398"}],"version-history":[{"count":1,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/posts\/19398\/revisions"}],"predecessor-version":[{"id":19399,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/posts\/19398\/revisions\/19399"}],"wp:attachment":[{"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/media?parent=19398"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/categories?post=19398"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.concordia-mm.org\/wordpress\/wp-json\/wp\/v2\/tags?post=19398"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}