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		<title>PBT &#8211; Trade of the week 7/10/2020</title>
		<link>https://www.playbooktrading.com/pbt-trade-of-the-week-7-10-2020/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 14 Jul 2020 15:10:00 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[decisions]]></category>
		<category><![CDATA[setup]]></category>
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		<guid isPermaLink="false">https://www.playbooktrading.com/?p=7840</guid>

					<description><![CDATA[PBT Nation, What a great week it was for PBT Nation. We bagged 14.5Rs for the week. We started the week HOT and finished the week Hotter. One heck of [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>PBT Nation,</p>
<p>What a great week it was for PBT Nation. We bagged 14.5Rs for the week. We started the week HOT and finished the week Hotter. One heck of a week with one day that will go down as a scratch due to internet issues on my end and still came up big. We are now up 21RS for the month already with 3 weeks to go. Congrats to each of you and keep up the good work.</p>
<p>Have a look at a couple of trades below and see how we simplify trading and only trade viable trading setup. NO need to rush into the trade and definitely not going to chase it. We have never chase a runner but we have definitely gotten back in a trade. As you know if I get stop out of the PRO GAP and Tier 1 Gap I always get back in it. Just because I get tagged or stop out doesn’t mean I am not going to get back. One thing that remains constant is the strategy. I don’t deviate from it. Hope everyone had a great week and ready for another exciting week. Earnings are right around the corner and that is where we take it next level.</p>
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		<title>Partially Depreciable Assets</title>
		<link>https://www.playbooktrading.com/partially-depreciable-assets/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 25 Jun 2020 12:45:15 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
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					<description><![CDATA[Content More Definitions Of Depreciable Property Turbotax Cd Want More Helpful Articles About Running A Business? Part I Election To Expense Certain Property Under Irc Section 179 How Do You [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">More Definitions Of Depreciable Property</a></li>
<li><a href="#toc-1">Turbotax Cd</a></li>
<li><a href="#toc-2">Want More Helpful Articles About Running A Business?</a></li>
<li><a href="#toc-3">Part I Election To Expense Certain Property Under Irc Section 179</a></li>
<li><a href="#toc-4">How Do You Calculate Depreciable Assets?</a></li>
</ul>
</div>
<p>Instead, the renter is considered to be the purchaser and may continue to claim a deduction for depreciation as well as for interest, repairs, taxes, and insurance. The seller may be taxed for a gain on the sale of machinery or breeding livestock. This occurs when the selling price is more than the original tax basis of the asset plus the cost of any improvements made. The difference between the two figures is a long-term capital gain . Capital gains are subject to federal income taxes at varying rates, usually lower than ordinary income tax rates, but they are not taxed as self-employment income.</p>
<p>In some cases, it is not clear whether property is held for sale or for use in your business. If it is unclear, examine carefully all the facts in the operation of the particular business. The following example shows how a careful examination of the facts in two similar situations results in different conclusions. Divide the number of your shares of stock by the total number of outstanding shares, including any shares held by the corporation. Add to the amount figured in any mortgage debt on the property on the date you bought the stock. The risk of loss if the property is destroyed, condemned, or diminished in value through obsolescence or exhaustion. To be depreciable, the property must meet all the following requirements.</p>
<h2 id="toc-0">More Definitions Of Depreciable Property</h2>
<p>You do not use the property predominantly (more than 50%) for qualified business use during that part of the tax year. The depreciation that would have been allowable for those years if you had not used the property predominantly for qualified business use in the year you placed it in service. The following examples illustrate whether the use of business property is qualified business use. If these requirements are not met, you cannot deduct depreciation or rent expenses for your use of the property as an employee. Other property used for transportation includes trucks, buses, boats, airplanes, motorcycles, and any other vehicles used to transport persons or goods.</p>
<p>These machines are treated as having an adjusted basis of zero. Any amount previously recognized as ordinary income upon the disposition of other property from the GAA. When you dispose of property included in a GAA, the following rules generally apply. For more information and special rules, see the Instructions for Form 4562. The DB method provides a larger deduction, so you deduct the $192 figured under the 200% DB method.</p>
<h2 id="toc-1">Turbotax Cd</h2>
<p>Its salvage value is $500, and the asset has a useful life of 10 years. An intangible asset can’t be touched—but it can still be bought or sold. Examples include a patent, copyright, or other intellectual property. The IRS also refers to assets as “property.” It can be either tangible or intangible. If the company receives a $12,000 trade‐in allowance, a gain of $2,000 occurs.</p>
<p>The decision on which alternative to use will depend on whether you want to maximize or minimize the deduction in the year of acquisition. To maximize the deduction in the year of acquisition use the Section 179 election, bonus depreciation. Costs of assets consumed in producing goods are treated as cost of goods sold. Other costs of assets consumed in providing services or conducting business are an expense reducing income in the period of consumption under the matching principle. To calculate composite depreciation rate, divide depreciation per year by total historical cost. To calculate depreciation expense, multiply the result by the same total historical cost. The result, not surprisingly, will equal the total depreciation per year again.</p>
<h2 id="toc-2">Want More Helpful Articles About Running A Business?</h2>
<p>IAS 16 Property, Plant and Equipment outlines the accounting treatment for most types of property, plant and equipment. Property, plant and equipment is initially measured at its cost, subsequently measured either using a cost or revaluation model, and depreciated so that its depreciable amount is allocated on a systematic basis over its useful life. Depreciation is the annual deduction allowed to recover the cost or other basis of business or income producing property with a determinable useful life of more than one year. Generally, depreciation is used in connection with tangible property. Japan Fixed Assets Reports SuiteApp generates reports for depreciable fixed assets and corresponding tax reports.</p>
<p>Make the election by completing line 20 in Part III of Form 4562. Infrastructure property includes, but is not limited to, roads, power lines, water systems, railroad spurs, and communications facilities. <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> Property placed in service for purposes of conducting or housing class I, II, or III gaming activities. These activities are defined in section 4 of the Indian Regulatory Act (25 U.S.C. 2703).</p>
<h2 id="toc-3">Part I Election To Expense Certain Property Under Irc Section 179</h2>
<p>These calculations must make assumptions about the date of acquisition. The United States system allows a taxpayer to use a half-year convention for personal property or mid-month convention for real property. Under <a href="https://www.bookstime.com/articles/depreciable-property">depreciable property</a> such a convention, all property of a particular type is considered to have been acquired at the midpoint of the acquisition period. One half of a full period&#8217;s depreciation is allowed in the acquisition period .</p>
<ul>
<li>See General Information F, Election To Expense Certain Property Under IRC Section 179, for information regarding qualified property.</li>
<li>The grand total of your depreciation deductions are calculated on Line 22, and then carried over to the appropriate Schedule C .</li>
<li>She paid rent of $3,600 for 2020, of which $3,240 is deductible.</li>
<li>This information includes the property&#8217;s recovery class, placed in service date, and basis, as well as the applicable recovery period, convention, and depreciation method.</li>
<li>To be qualified property, long production period property must meet the following requirements.</li>
</ul>
<p>Rules vary highly by country, and may vary within a country based on the type of asset or type of taxpayer. Many systems that specify depreciation lives and methods for financial reporting require the same lives and methods be used for tax purposes. Most tax systems provide different rules for real property (buildings, etc.) and personal property (equipment, etc.). Tara Corporation, with a short tax year beginning March 15 and ending on December 31, placed in service on October 16 an item of 5-year property with a basis of $1,000. Tara does not elect to claim a section 179 deduction and the property does not qualify for a special depreciation allowance.</p>
<h2 id="toc-4">How Do You Calculate Depreciable Assets?</h2>
<p>Property placed in service, or planted or grafted, and disposed of in the same tax year. In chapter 2) by a purchaser who at the time of the contract for purchase makes a nonrefundable deposit of the lesser of 10% of the cost or $100,000. You must have acquired the property, or acquired the property pursuant to a written contract entered into, before January 1, 2027. Computer software defined in and depreciated under section 167 of the Internal Revenue Code. Other bonus depreciation property to which section 168 of the Internal Revenue Code applies. Qualified reuse and recycling property does not include any of the following. To figure the amount to recapture, take the following steps.</p>
<ul>
<li>When an asset is sold, debit cash for the amount received and credit the asset account for its original cost.</li>
<li>(Based on the half-year convention, you used only half a year of the recovery period in the first year.) You multiply the reduced adjusted basis ($800) by the result (22.22%).</li>
<li>The aircraft must not be tangible personal property used in the trade or business of transporting persons or property .</li>
<li>If the partnership interest is received in exchange for money or other property, the partner’s holding period commences on the date the interest is acquired, i.e., the contribution date.</li>
</ul>
<p>For a business entity that is not a corporation, a 5% owner is any person who owns more than 5% of the capital or profits interest in the business. 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. Treat any payment to you for the use of the automobile as a rent payment for purposes of item .</p>
<h2 id="toc-5">Credits &#038; Deductions</h2>
<p>A section 179 deduction for the current year or a section 179 carryover from a prior year. You make a $20,000 down payment on property and assume the seller&#8217;s mortgage of $120,000. Your total cost is $140,000, the cash you paid plus the mortgage you assumed. If you buy property and assume an existing mortgage or other debt on the property, your basis includes the amount you pay for the property plus the amount of the assumed debt. The nontaxable transfers covered by this rule include the following. Any intangible asset that has an amortization period or limited useful life that is specifically prescribed or prohibited by the Code, regulations, or other published IRS guidance.</p>
<ul>
<li>IAS 16 Property, Plant and Equipment outlines the accounting treatment for most types of property, plant and equipment.</li>
<li>Depreciable property is that which is purchased with the intention that it will help you make money.</li>
<li>The amount realized also includes any liabilities assumed by the buyer and any liabilities to which the property transferred is subject, such as real estate taxes or a mortgage.</li>
<li>Property not used predominantly for qualified business use during the year it is placed in service does not qualify for a special depreciation allowance.</li>
<li>This allowance is taken after any allowable Section 179 deduction and before any other depreciation is allowed.</li>
<li>Sec. 723 provides that a partnership’s basis in contributed property is generally the contributing partner’s adjusted tax basis in the property, plus any gain the partner recognizes under the investment company rules.</li>
</ul>
<p>These restrictions address assets that are held as research or storage facilities, livestock, and off-the-shelf software that&#8217;s available for purchase by the general public. The process ends at the conclusion of the asset’s class life, when you sell it, or if it simply wears out or otherwise fails in some respect before its class life has run down. It would also end if you stopped using the asset for income-earning purposes and began using it solely for personal reasons, such as if you retired that $30,000 vehicle from your cab fleet to drive it yourself. Depreciable property is that which is used for business or income-producing purposes. Income produced through the use of the asset must be taxable.</p>
<h2 id="toc-6">Objective Of Ias 16</h2>
<p>For Sankofa&#8217;s 2021 return, gain or loss for each of the three machines at the New Jersey plant is determined as follows. The depreciation allowed or allowable in 2021 for each machine is $1,440 [(($15,000 − $7,800) × 40%) ÷ 2]. The adjusted basis of each machine is $5,760 (the adjusted depreciable basis of $7,200 removed from the account less the $1,440 depreciation allowed or allowable in 2021).</p>
<h2 id="toc-7">Diminishing Balance Method</h2>
<p>This amount is reduced if the cost of all IRC Section 179 property placed in service during the taxable year is more than $200,000. The first-year depreciation deduction allowed for new luxury autos or certain passenger automobiles acquired and placed in service in 2010 through 2020. The expanded definition of IRC Section 179 property for certain depreciable tangible personal property related to furnishing lodging and for qualified real property for improvements to nonresidential real property. The number of years over which you depreciate something is determined by its useful life (e.g., a laptop is useful for about five years). For tax depreciation, different assets are sorted into different classes, and each class has its own useful life. If your business uses a different method of depreciation for your financial statements, you can decide on the asset’s useful life based on how long you expect to use the asset in your business.</p>
<h2 id="toc-8">Examples Of Depreciating Assets</h2>
<p>We’re here to take the guesswork out of running your own business—for good. Your bookkeeping team imports bank statements, categorizes transactions, and prepares financial statements every month. It’s a good idea to consult with your accountant before you decide which fees to lump in with the cost of your property. You divide the asset’s remaining lifespan by the SYD, then multiply the number by the cost to get your write off for the year. That sounds complicated, but in practice it’s pretty simple, as you’ll see from the example below.</p>
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		<item>
		<title>California Budget Challenge</title>
		<link>https://www.playbooktrading.com/california-budget-challenge/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 18 Nov 2019 09:08:04 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<guid isPermaLink="false">https://www.playbooktrading.com/?p=8471</guid>

					<description><![CDATA[Content California State Tax About H&#038;r Block Are Tax Rebates A Good Way To Provide Relief From Rising Prices? California Sales Tax California Income Taxes And State Tax Forms Ca [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">California State Tax</a></li>
<li><a href="#toc-1">About H&#038;r Block</a></li>
<li><a href="#toc-2">Are Tax Rebates A Good Way To Provide Relief From Rising Prices?</a></li>
<li><a href="#toc-3">California Sales Tax</a></li>
<li><a href="#toc-4">California Income Taxes And State Tax Forms</a></li>
<li><a href="#toc-6">Ca Franchise Tax Board ftb Issues Relief Provisions For Taxpayers Amid Covid</a></li>
<li><a href="#toc-7">Californias State And Local Tax System Could Be More Progressive</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="california income tax"/></p>
<p>Sales and income taxes are generally high, but effective property tax rates are below the national average. Careful analysis is needed as undistributed income within the trust may be taxed at a higher Federal income tax rate which affects the overall tax savings. The California tax savings must be determined in light of any additional federal income tax. For the right client and circumstances, the NING Trust may provide substantial savings. The biggest days for income tax payments are expected early next week. But in just the first seven months of California’s fiscal year, personal income tax receipts were $10 billion above estimates.</p>
<p>Additional training or testing may be required in CA, MD, OR, and other states. This course is not open to any persons who are currently employed by or seeking employment with any professional tax preparation company or organization other than H&#038;R Block. During the course, should H&#038;R Block learn of any student’s employment or intended employment with a competing professional tax preparation company, H&#038;R Block reserves the right to immediately cancel the student’s enrollment. The student will be required to return all course materials, which may be non-refundable. Discount is off course materials in states where applicable.</p>
<h2 id="toc-0">California State Tax</h2>
<p>An ITIN is an identification number issued by the U.S. government for tax reporting only. Having an ITIN does not change your immigration status. You are required to meet government requirements to receive your ITIN. There are nine California tax rates, and they are based on a taxpayer’s adjusted gross income. Most items are subject to these rates, but there are some exceptions, as well as certain products that face higher rates. Among the products on which sales taxes are not required are most groceries, prescription medicine and utilities like gas and electricity.</p>
<p>California is the only state that allows you to prepare and eFile your CA state tax return if you already have e-Filed an IRS accepted tax return. Let&#8217;s say you filed your 2021 IRS return on a different site and it got accepted by the IRS. Start your return on eFile.com and answer all the tax questions. When you check out you will e-File both your returns, IRS and California. However, your IRS return will be rejected due to the fact that you already have filed an IRS return; your CA return will be e-Filed and processed by CA. Contact us for a code so you don&#8217;t have to pay for the IRS return, should your return not be free.</p>
<p>California income taxes are drawn from your paycheck as a percentage of money that you pay to the state government based on the income you earn. The elective tax must be paid by the due date of the original tax return. However, for the 2022 to 2025 tax years, the first payment of $1,000 or 50% of the elective tax paid in the prior taxable year, whichever is greater, is due by June 15th of the taxable year of the election. The remaining amount must be paid by the due date of the original return without regard to extensions. For the 2021 tax year, the election must be made when the tax return is filed. Beginning January 1, 2022, and before January 1, 2025, the qualifying taxpayer must make the election when the tax return for the taxable year is filed and remit payment by June 15th.</p>
<h2 id="toc-1">About H&#038;r Block</h2>
<p>California has no specific reciprocal taxation agreements with other states, but residents of Arizona, Guam, Indiana, Oregon, and Virginia are allowed credit toward their California income tax liability for taxes paid to their home states. California&#8217;s law requires employers to withhold state personal income tax from their employees&#8217; wages and remit the amounts withheld to the Employment Development Department.</p>
<ul>
<li>Our lawyers have experience with California’s written and unwritten apportionment rules and policies.</li>
<li>Your location will determine whether you owe local and / or state taxes.</li>
<li>When you use an ATM, in addition to the fee charged by the bank, you may be charged an additional fee by the ATM operator.</li>
<li>Faster access to funds is based on comparison of traditional banking policies for check deposits versus electronic direct deposit.</li>
<li>Review the chart below to see if you may be eligible and how much you may have qualified for in 2020.</li>
</ul>
<p>The Quarterly Summary of State and Local Government Tax Revenue provides quarterly estimates of state and local government tax revenue at a national level, as well as detailed tax revenue data for individual states. This quarterly survey has been conducted continuously since 1962. The information contained in this survey is the most current information available on a nationwide basis for government tax collections. Partnerships and LLCs who are taxed as partnerships whose tax returns are due on March 15 now have a 90-day extension to file and pay by June 15. Expands the definition of qualified taxpayer to include single member limited liability companies (“SMLLCs”) owned by individuals, estates, or trusts to consent and for their owners to receive a PTE tax credit. If you are unsure of your exact income tax payment by the April 15th deadline, it’s always better to overestimate your owed tax amount.</p>
<p>Vehicle purchases are taxed based on the city and county in which the purchaser registers the vehicle, and not on the county in which the vehicle is purchased. There is therefore no advantage in purchasing a car in a county with a lower sales tax rate to save on sales tax (a one-percent difference in sales tax rate would otherwise result in an additional $300 loss on a $30,000 <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> car). The use tax is imposed on the storage, use, or other consumption in California of tangible personal property purchased from a retailer. Any person storing, using, or otherwise consuming in California tangible personal property purchased from a retailer is generally liable for the use tax. While the sales tax is imposed on retailers, the use tax is imposed on purchasers.</p>
<h2 id="toc-2">Are Tax Rebates A Good Way To Provide Relief From Rising Prices?</h2>
<p>Technically, tax brackets end at 12.3% and there is a 1% tax on personal income over $1 million. As part of the Mental Health Services Act, this tax provides funding for mental health programs in the state. It functions like a normal income tax and means that the top marginal rate in California is, effectively, 13.3%. That’s the highest rate in the U.S., but it only applies to income earners with over $1 million in taxable income.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="california income tax"/></p>
<p>Many California residents opt to e-file their California state income taxes each year. Not only can this be more convenient than filing by paper, but it also allows you to file instantly, without needing to wait for your return to be postmarked and delivered to the IRS. The Earned Income Tax Credit is a federal tax credit for working people who have earned a low-to-moderate income.</p>
<h2 id="toc-3">California Sales Tax</h2>
<p>Some states have a flat tax rate, marginal tax rate, or don’t have any state taxes at all. A “qualified taxpayer” can be individuals, fiduciaries, estates, or trusts subject to California personal income tax and must be a partner, member, or shareholder of a qualified electing entity. Note that a taxpayer must approve of having their pro-rate share of the qualified income of the electing qualified PTE. California has a franchise tax, a corporate income tax, and an alternative minimum tax. Your business may be subject to one or more of these taxes depending on both its amount of taxable income and its legal form. Additionally, if income from your business passes through to you personally, that income will be subject to taxation on your personal state tax return. California has among the highest income tax rates for upper-income households and one of the lowest income tax rates for lower-income households.</p>
<p>Next, from AGI we subtract exemptions and deductions to get your taxable income. Exemptions can be claimed for each taxpayer as well as dependents such as one’s spouse or children. “Qualified Owner” means owners of a Qualified Entity that are subject to the State Tax Limit, namely individuals, trusts, and estates, that have consented to the Election. Qualified Owners cannot be C corporations, S corporations, or partnerships, although S corporations and partnerships may separately be Qualified Entities. An LLC owned by one individual is disregarded for tax purpose, so the individual owner of such an LLC that is itself an owner of a Qualified Entity is a Qualified Owner. For taxable years beginning on or after January 1, 2019, S.B.</p>
<p>The key component of this strategy is that the trust must not be taxable as a California resident trust. In order for the trust to be considered a nonresident trust, the trust must not have a California trustee. This works well because parents who fund irrevocable trusts for children who don&#8217;t expect those trusts to make distributions for many years to come. They expect to use their own resources to pay for their children&#8217;s ongoing support and education and are funding the trust now in order to remove the future appreciation of the trust assets from their estates for estate tax purposes. They also maintain regular and direct lines of communication with high-level state officials involved in all areas of California taxation. Our lawyers have experience with California’s written and unwritten apportionment rules and policies. The team’s experience ranges from sourcing receipts from services and excluding property from the property factor to developing creative approaches to apportionment under section 25137, which is California’s version of UDITPA section 18.</p>
<h2 id="toc-4">California Income Taxes And State Tax Forms</h2>
<p>The sales tax is imposed on retailers for the privilege of selling tangible personal property at retail. However, retailers are allowed to obtain reimbursement for their tax liability from the consumer at the time of sale. Whether a sales tax reimbursement amount is actually added is a matter of contract between the retailer and the consumer.</p>
<p>Unlike the CalEITC, only people with Social Security numbers qualify. If you qualify, you may see a reduced tax bill or a bigger refund. That’s more money in your <a href="https://www.bookstime.com/tax-rates/california">california income tax</a> pocket to pay for the things you need. California has the highest state sales tax rate (7.25%) in the nation, but taxes few services compared to other states.</p>
<h2 id="toc-5">Taxable Income In California</h2>
<p>California income tax rates vary a bit from year to year. They&#8217;re levied on California residents’ income and non-residents’ income from California sources. Tonya Moreno is a licensed CPA with about 15 years of diversified accounting, tax, and management experience. She is an expert in the field who has worked as a tax accountant for many large, multi-state corporations. She not only has experience in preparing state and federal tax returns, but has also dealt with complex tax issues with large amounts of money at stake.</p>
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" width="254px" alt="california income tax"/></p>
<p>Instead of taxing properties at market value, Prop. For each year after that, a property’s tax can increase by only 2 percent or the rate of inflation, whichever is lower. On top of all these costs are some long-term debts that have flown under the radar, such as retirement obligations for public workers.</p>
<p>Parents may qualify for other credits, too, such as the federal Child Tax Credit . California spends more total dollars for public services than other states largely due to its large population, so per-person (or &#8220;per capita&#8221;) comparisons are the most useful. As of 2020, California ranked 12th in spending per capita with $9,040.</p>
<h2 id="toc-6">Ca Franchise Tax Board ftb Issues Relief Provisions For Taxpayers Amid Covid</h2>
<p>The situation in California is reversed due to Proposition 13, which limits property tax rates, and its highly progressive income tax structure. California policymakers can make the tax and revenue system more equitable. California’s personal income tax rates range from 1% to 13.3%. The top rate for each tax bracket, or range of income, is only applied to the amount of income that exceeds the income threshold for that bracket. Millionaires and billionaires contribute a disproportionate share of tax revenue—so much so that the top 1 percent of taxpayers now generate half of personal income tax receipts. Individual wages and business income as a measure of the overall economy aren’t terribly volatile.</p>
<p>Otherwise, the qualifying taxpayer cannot make the PTE election. Excluded from this requirement are local prepaid mobile telephony surcharges. Pursuant to AB 466, the FTB has added questions to the 2021 business tax returns. These questions include whether the business has previously filed an unclaimed property report with the Controller’s Office, the date the report was filed, and the amount of unclaimed property remitted.</p>
<p>SmartAsset does not review the ongoing performance of any RIA/IAR, participate in the management of any user’s account by an RIA/IAR or provide advice regarding specific investments. The insurance tax is one of the largest sources of revenue for the state’s general fund. It is imposed on insurance premiums and paid by insurance companies, although in practice it may lead to higher rates for consumers. Revisions reflect tax collection amounts obtained from three general sources. State and local government respondents have submitted revisions to amounts as originally reported. In other cases, governments have reported data, which we used to replace data that were previously imputed or estimated.</p>
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			</item>
		<item>
		<title>What Is An Aging Report And How Does It Help Finance Teams?</title>
		<link>https://www.playbooktrading.com/what-is-an-aging-report-and-how-does-it-help/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 05 Sep 2019 13:01:56 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<guid isPermaLink="false">https://www.playbooktrading.com/?p=8320</guid>

					<description><![CDATA[Content How Tracking Aging Of Accounts Receivable Can Help Your Business Improve Your Collection Process Understanding How The Aging Of Accounts Receivable Works Accounts Receivable Turnover Ratio Analysis: Overview, Formula, [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How Tracking Aging Of Accounts Receivable Can Help Your Business</a></li>
<li><a href="#toc-1">Improve Your Collection Process</a></li>
<li><a href="#toc-2">Understanding How The Aging Of Accounts Receivable Works</a></li>
<li><a href="#toc-3">Accounts Receivable Turnover Ratio Analysis: Overview, Formula, And Analysis</a></li>
<li><a href="#toc-4">How To Create Ar Aging Report</a></li>
<li><a href="#toc-7">Estimating Bad Debts And Allowances</a></li>
</ul>
</div>
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" width="255px" alt="aging of accounts receivable"/></p>
<p>If you have trouble getting customers to respond, you may need to resort to hiring a collection agency or writing the amount off as bad debt in your books . In the future, the aging report allows the company to keep track of the customers’ invoices and when they are due. Accounts receivables arise when the business provides goods and services on a credit to the clients. For example, you may allow clients to pay goods 30 days after they are delivered. The report primarily contains invoices, but it may also contain credit memos that have not been used by customers, or which have not yet been matched against an unpaid invoice. Aging is a method used by accountants and investors to evaluate and identify any irregularities within a company&#8217;s accounts receivables . For best results, review your aging reports monthly to identify any specific items that need action and to track the progress of any strategic adjustments you make.</p>
<p>They may also conduct risk classification, where they assign each customer a risk score and use historical data to find allowances for doubtful accounts. Accounts receivable aging is the periodic reporting of a business&#8217;s accounts receivable, that is, the amount of debt yet to be paid by customers. Credit and collection staff of the entity should strictly follow the aging policy so that potential bad debts can be reduced. An entity should prepare reports on daily basis for identification of higher account receivable aging and ask/call to such higher account receivables for payment which is already overdue. An entity can identify the delay payments of trade receivable accounts basis accounts receivable report and entity will avoid to sale the goods on credit to that customer who delayed the payment.</p>
<h2 id="toc-0">How Tracking Aging Of Accounts Receivable Can Help Your Business</h2>
<p>Running the report for each clinic separately may exclude some A/R if it is attached to patients assigned a hidden clinic. If any change is made to the original write-off, this will be reflected in the W/O Change and Patient columns. The immediate action point is to identify inventory that may spoil or become obsolete and take steps to move it, for example, by offering discounts. But if the majority of the overdue amount is linked to a chronic late payer, you may want to pursue payment aggressively.</p>
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" width="255px" alt="aging of accounts receivable"/></p>
<p>The aging method involves determining the desired balance in the Allowance for Uncollectible Accounts. It helps you know when to withhold your goods or offered service pending when the customer pays on the due date. This will assist in making sure that you don’t run into unrecoverable debt. We collected data from 10 and a half thousand software consumers to provide data on how A.I.</p>
<h2 id="toc-1">Improve Your Collection Process</h2>
<p>She was a university professor of finance and has written extensively in this area. We encourage you to create additional automated reports to help you track important financial KPIs, such as your DSO, Aging Balance, Cash Flow, or Billing Cohorts. Sometimes, you have to compromise and take a phased approach <a href="https://www.bookstime.com/articles/aging-of-accounts-receivable">aging of accounts receivable</a> to collect the amount due from your customers. Whether you are a small business owner or a corporate controller, you know how critical it is to pay keen attention to your due payments. With the Accounts Receivable Aging Report, the company can use the information internally for reporting and analysis.</p>
<p>The clients are required to pay theirinvoicewith 30 days of receiving it. KPMM has five different clients with a 100 balance owed—one in each category listed above. Come up with a plan on how you will reach out to customers about their past due amount. For example, you could send an invoice reminder to their email or give the customer a call.</p>
<h2 id="toc-2">Understanding How The Aging Of Accounts Receivable Works</h2>
<p>Periodically, companies generate a report on Accounts Receivable in a tabular format showing the amount of invoices due categorized according to the length of time that an invoice is outstanding. The report is helpful to a business in determining its financial standing and whether or not changes are necessary for its sales or credit policies. A critical situation that should not be overlooked is every invoice contains specific payment terms to customers, and some customers are applied to discounts or early payment benefits. For example, let’s say Craig’s Design and Landscaping customer Paulsen Medical Supplies has a balance due of $12,350 in the column.</p>
<ul>
<li>This provides information which can be used to determine whether any further collection efforts are justified or not.</li>
<li>Credit and collection staff of the entity should strictly follow the aging policy so that potential bad debts can be reduced.</li>
<li>A critical part of leading a successful business is predicting future trends and managing risks.</li>
<li>When a business offers goods or services on credit, there’s always a chance the customer may fail to pay.</li>
<li>The discrepancy caused by rounding the Debit Memo Balance during currency conversion.</li>
<li>As per Generally accepted accounting principles there are two types of for the same.</li>
<li>Organizations want to focus on their primary process, because this generates revenue and added value for their goals.</li>
</ul>
<p>If Age writeoff estimates is unchecked, age columns and Total are based on the billed fee (e.g., UCR fee) and do not subtract write-offs. The aging and total columns do not consider changes to the original write-offs. Guarantor or Patient When grouping by Family, the guarantor of any families who meet filter criteria will list.</p>
<p>Based on the above report, the management can decide to provide $114,87,873. You can also further use the estimation of bad debts to revise your policies that allow for leniency to doubtful customer accounts. For example, you can compare historical customer interactions, their past due payments, and how much bad debt they have contributed to see if you need to revise the allowances you make. Certain invoices are so long past the due date that you will not be able to collect them. There could be many more reasons a payment could be deemed uncollectible, like the payers being unable to pay back or other conditions.</p>
<h2 id="toc-3">Accounts Receivable Turnover Ratio Analysis: Overview, Formula, And Analysis</h2>
<p>The accounts receivables aging report is an essential comparison and strategic financial mechanism that shows outstanding amounts of receivables for a period of time. But if John’s invoice was due on December 31, 2019, it would still appear in this column.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="aging of accounts receivable"/></p>
<p>We have the expertise and customer service to help you eliminate a cash crunch. Balances owed in graph and table form for one or more selected accounts. Note that in this view, unallocated payments or credits are merged with open balances within their aging period .</p>
<h2 id="toc-4">How To Create Ar Aging Report</h2>
<p>As you go through the report, you may notice one or two clients responsible for most of your late payments and proceed with the necessary measures. However, if you note multiple clients with repeated late payments, it indicates a credit policy issue. Here is an example of an accounts receivables aging schedule for a hypothetical company. They offer a discount if customers pay their bills within 10 days, which is the discount period. That&#8217;s why you see the first line of the aging schedule as 0-10 days. Looking at the table, you can see that 20% of the firm&#8217;s customers take the offered cash discount. For every accounting period, you need to keep track of these bad debts and estimate how much they cost your company.</p>
<p>Sum of all outstanding invoice amounts that fall within the aging buckets. The Accounts Receivable Aging summary provides a summary of all outstanding amounts as of the end of the accounting period. It involves dividing the balance in the Accounts Receivable account into age categories based on the length of time they have been outstanding. Categories such as current, 31—60 days, 61—90 days, and over 90 days are often used. With the list of your customer’s overdue accounts, categorize them based on the total amount you receive and the number of days due. It grants you a bit of insight into your debtors’ business, which will help you fix your invoice timeline to a financially favorable period, thereby increasing your chances of timely payment.</p>
<h2 id="toc-5">Accounts Receivable Aging</h2>
<p>You can reconfigure your report for different data ranges if you generate your report using an accounting software system. The AR aging report method can help you estimate your uncollectible debts, including the approximate amount of receivables you may not collect for one reason or another. You can then use this as the end balance of allowance for your <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> doubtful accounts. Assume that the payment from the Indigo whales was not received when the accounts receivable aging report was prepared on May 31, 2019. Once the factor has a good idea of which customers could be a financial challenge it will combine this information with a credit report on those companies whose accounts you would like to factor.</p>
<p>The information that the management receives based on the AR Aging report is an indication of whether or not certain credit practices work for some clients or not. What the management usually does is assign a percentage against the grouped invoices corresponding to the probability that it might not get paid.</p>
<h2 id="toc-6">How Is An Aging Schedule Used?</h2>
<p>You can think of each column on the accounts receivable aging report as a “silo” of amounts due or past due for each date range. Depending on their customers’ payment history and behavior, many business owners don’t get overly concerned about amounts in the 1-30 silo. They might give the customer a friendly phone call reminder or send them a statement with a reminder, but most business owners won’t take any further collection action at this point. The accounts receivable aging report summarizes all amounts due to you in the form of unpaid customer invoices. Before you go down the rabbit hole of aging of accounts receivable, you have to know what accounts receivable is.</p>
<h2 id="toc-7">Estimating Bad Debts And Allowances</h2>
<p>Most accounting software packages help you prepare this aging schedule automatically and also allow you to export the list to Excel or PDF. An account receivable aging report is a record that shows the unpaid balance of the invoice along with its duration. The Debit Memo Aging detail report provides a list of debit memos that have outstanding amounts as of the end of the accounting period. While the percentage of net sales method is easier to apply, the aging method forces management to analyze the status of their accounts receivable and credit policies annually. For example, let’s say that Zico Company allows for a 10% bad debts allowance for the first 30 days and a 12% bad debts allowance within the next 31 to 60 days period. An aging schedule is endued with the ability to shield your business from cash flow problems. In addition, it can help identify issues that might spring up in the accounts receivable since it also identifies changes in the account.</p>
<p>Such outstanding invoices are called bad debt and represent an amount of loss you will be incurring. The aging schedule also identifies any recent changes in the accounts making up your total accounts receivable balance. Almost every business has to deal with customers that are slow to pay; you should expect the same for your business. The first column shows balances that are not yet due according to the payment terms you have extended to your customers. Ideally, you want most of your accounts receivable balance to be in this column because it means most of your customers pay on time. Dive into accounts receivable aging, a report that can help you manage receivables and project future cash flow. The aging schedule can also show you recent changes to your accounts receivable and help you spot problems sooner rather than later.</p>
<p>Maybe the invoice got lost in the mail or perhaps the customer fell upon financial hardship and isn’t able to pay you as promised. Occasionally, a customer will withhold payment because they are dissatisfied with the product or service you sold to them. You may also want to adjust your credit policy by adding rules about interest.</p>
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