{"id":4183,"date":"2025-09-11T18:34:49","date_gmt":"2025-09-11T23:34:49","guid":{"rendered":"https:\/\/radiolavozpalpa.com\/?p=4183"},"modified":"2025-10-22T20:33:34","modified_gmt":"2025-10-23T01:33:34","slug":"natural-assets","status":"publish","type":"post","link":"https:\/\/radiolavozpalpa.com\/?p=4183","title":{"rendered":"Natural Assets"},"content":{"rendered":"<p>Assuming that the equipment was bought on the finish of the second year for $230,400, determine the acquire or loss on the sale of the gear.c. For example, on January 1, 2020, the company ABC has invested $2,000,000 in a coal mine that is estimated to contain 1,000,000 tons of coal. The mine is expected to have the ability to sell for $100,000 on the end of its helpful life and the company ABC has extracted and bought 120,000 tons of coal in 2020. The resulting web carrying quantity of pure resources still on the books of a business doesn&#8217;t essentially reflect the market worth of the underlying natural assets. Rather, the amount simply displays an ongoing reduction within the amount of the unique recorded price of the natural sources.<\/p>\n<h2>Natural Sources<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' width=\"403px\" alt=\"which of the following is an expense that results from the usage of a natural\u200b resource\" 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\" \/><\/p>\n<p>As An Alternative, it supplies a deduction primarily based on a statutory proportion of the gross revenue, subject to sure limitations. The share varies depending on the resource <a href=\"https:\/\/accounting-services.net\/natural-resources-and-depletion\/\">which of the following is an expense that results from the usage of a natural\u200b resource<\/a> sort and is stipulated by tax rules, similar to these outlined by the IRS within the Usa. This methodology can generally exceed the total price of the resource, offering potential tax advantages. It is often favored by companies with limited reserve information or those in search of to optimize tax deductions, although it could not accurately reflect the economic actuality of useful resource consumption. The cost of a natural resource (less expected residual value) is divided by the estimated units in the useful resource deposit; the resulting quantity is depletion per unit.<\/p>\n<h2>Composition Of The Depletion Base<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' width=\"407px\" alt=\"which of the following is an expense that results from the usage of a natural\u200b resource\" 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\" \/><\/p>\n<p>As depletion bills are recorded, they immediately impact the income statement by reducing reported earnings. This discount presents a more practical portrayal of a company\u2019s monetary performance. By aligning expenses with precise useful resource utilization, firms provide a clearer view of their operational efficiency and value administration practices. This transparency is valuable for traders and analysts who search to understand the long-term sustainability of a company\u2019s enterprise mannequin. In accounting, the company usually uses the units-of-activity technique to calculate the depletion expense.<\/p>\n<p>Depletion accounting influences investment selections, because it affects the valuation of resource belongings. Traders and financial analysts usually scrutinize how effectively an organization manages its useful resource depletion, using it as a benchmark for assessing management\u2019s competence and the company\u2019s long-term viability. A well-executed depletion technique can improve a company\u2019s reputation, fostering belief among investors and different stakeholders who rely on correct monetary information. The tools was depreciated using the double-declining-balance methodology based mostly on an estimated useful life of sixteen years and an estimated residual value of $14,000.a.<\/p>\n<div style='text-align:center'><iframe width='569' height='312' src='https:\/\/www.youtube.com\/embed\/n02TcjzFxaE' frameborder='0' allowfullscreen><\/iframe><\/div>\n<p>Depletion applies to natural sources such as minerals, oil, gas, or timber, whereas depreciation applies to tangible mounted assets like equipment, tools, and buildings. Depletion is tied directly to the consumption or extraction of a losing resource, whereas depreciation is based on the passage of time or utilization of an asset. Each methods allocate cost over useful life, however their underlying assets and triggers for expense recognition differ. Throughout the second year, Pensive Oil extracts 80,000 barrels of oil from the nicely, which leads to a depletion charge of $128,800 (80,000 barrels x $1.sixty one unit depletion charge). At the tip of the second 12 months, there&#8217;s still a depletion base of $321,200 that must be charged to expense in proportion to the amount of any remaining extractions.<\/p>\n<p>Property, plant, and tools used to extract natural sources must be depreciated over its useful life. Typically the helpful life of such PP&amp;E is tied directly to the natural useful resource life, even though its precise bodily life is much longer. For example, if a prepare track is built into a mine, the observe is of no use once the mine closes (even although it may theoretically nonetheless carry a train for a much longer period). Conversely, the practice that runs on the monitor can be relocated and used elsewhere; as such it will likely be depreciated over the lifetime of the train somewhat than the lifetime of the mine.<\/p>\n<p>Assets deteriorate in worth over time and that is reflected in the balance sheet. Explanations may also be equipped within the footnotes, significantly if there&#8217;s a giant swing within the depreciation, depletion, and amortization (DD&amp;A) cost from one period to the following. Depreciation applies to bills incurred for the purchase of assets with useful lives higher than one 12 months. Chevron Corp. (CVX) reported a DD&amp;A expense of $19.four billion in 2018, much like the $19.three billion from the earlier yr. In its footnotes, the energy big revealed that the slight DD&amp;A expense enhance was because of higher manufacturing ranges for sure oil and fuel producing fields. From flexible work fashions to AI-driven career growth pathways, discover tips on how to entice and retain high-caliber tax and accounting professionals.<\/p>\n<ul>\n<li>For instance, if the property is leased then the lessee and lessor cut up the depletion deduction.<\/li>\n<li>By integrating depletion accounting into their monetary frameworks, companies can improve transparency and supply stakeholders with a clearer image of their financial well being and useful resource management practices.<\/li>\n<li>This adjustment ensures that the carrying worth of pure resource property displays a extra correct monetary picture, considering the gradual consumption of those resources over time.<\/li>\n<li>This accounting approach is designed to offer a more correct depiction of the profitability of the business.<\/li>\n<li>Thus, assertion customers can see the proportion of the resource that has been removed.<\/li>\n<\/ul>\n<p>For instance, if a big piece of equipment or property requires a big money outlay, it can be expensed over its usable life, rather than within the particular person period throughout which the cash outlay occurred. This accounting method is designed to supply a more accurate depiction of the profitability of the business. In this case, with the end result of the calculation, the depletion expense in 2020 is $228,000.<\/p>\n<p>Cost depletion focuses on the actual funding a company makes in the resource. This strategy includes calculating the depletion expense based mostly on the cost of the useful resource and the estimated amount that can be economically extracted. The unit depletion fee is determined by dividing the entire price of the resource by the estimated recoverable units. Every period <a href=\"https:\/\/accounting-services.net\/\">https:\/\/accounting-services.net\/<\/a>, the depletion expense is calculated by multiplying this unit fee by the variety of models extracted. This technique offers a direct hyperlink between the resource\u2019s price and its extraction, making it appropriate for companies with detailed data on their reserves and extraction rates.<\/p>\n<p>From an accounting perspective, it&#8217;s a charge against the recorded asset worth of a pure useful resource. This cost is made in every reporting period, in an quantity that displays the level of asset usage during the period. Depreciation, depletion, and amortization (DD&amp;A) is an accounting methodology that lets corporations progressively expense economic assets over time to align costs with revenues. Shoppers within the mining, timber, and oil and gasoline industries must invest plenty of time, cash, and resources to extract natural sources from the earth and rework them into useful products for consumers.<\/p>\n<p>By analyzing how depletion impacts financial statements and tax liabilities, stakeholders could make knowledgeable selections about investments and operations. Thomson Reuters can provide the software and professional steerage on depletion and other cost recovery issues (like amortization) to help you higher handle your clients\u2019 depletion bills. There are several variables that affect depletion expenses, and this article will explore some of those factors, in addition to the way to calculate and better handle depletion expenses.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Assuming that the equipment was bought on the finish of the second year for $230,400, determine the acquire or loss on the sale of the gear.c. For example, on January 1, 2020, the company ABC has invested $2,000,000 in a coal mine that is estimated to contain 1,000,000 tons of coal. The mine is expected [&hellip;]<\/p>\n","protected":false},"author":5,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-4183","post","type-post","status-publish","format-standard","hentry","category-noticias"],"_links":{"self":[{"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=\/wp\/v2\/posts\/4183","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=\/wp\/v2\/users\/5"}],"replies":[{"embeddable":true,"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=4183"}],"version-history":[{"count":1,"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=\/wp\/v2\/posts\/4183\/revisions"}],"predecessor-version":[{"id":4184,"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=\/wp\/v2\/posts\/4183\/revisions\/4184"}],"wp:attachment":[{"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=4183"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=4183"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/radiolavozpalpa.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=4183"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}