{"id":183,"date":"2023-08-30T10:51:27","date_gmt":"2023-08-30T10:51:27","guid":{"rendered":"https:\/\/drivenjuan.com\/blog\/?p=183"},"modified":"2025-01-09T23:23:06","modified_gmt":"2025-01-09T23:23:06","slug":"quick-ratio-formula-example-calculate-template","status":"publish","type":"post","link":"https:\/\/drivenjuan.com\/blog\/?p=183","title":{"rendered":"Quick Ratio Formula, Example, Calculate, Template"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"705px\" alt=\"quick assets do not include\"\/><\/p>\n<p><p>For example, it might store gold in vaults rather than sell it and deposit the money in an account. A current asset\u2019s value may vary owing to market conditions, shifts in customer demand, or changes in the economic environment. For instance, the cost of inventory might be influenced by high demand and inflation. If you have inventory collecting dust, these unsold products are just tying up cash that you could be putting to better use. Using inventory management software, identify slow-moving or outdated stock and find ways to liquidate it \u2014&nbsp;e.g., discounts, bundle deals, flash sales, etc.<\/p>\n<\/p>\n<p><h2>Advantages of current assets<\/h2>\n<\/p>\n<p><p>A ratio above 1 indicates that a business has enough cash or cash equivalents to cover its short-term financial obligations and sustain its operations. The current ratio also includes less liquid assets such as inventories and other current assets such as prepaid expenses. The quick ratio communicates how well a company will be able to pay its short-term debts using only the most liquid of assets. The ratio is important because it signals to internal management and external investors whether the company will run out of cash. The quick ratio  also holds more value than other liquidity ratios, such as the current ratio, because it has the most conservative approach to reflecting how a company can raise cash. However, inventory&nbsp;and&nbsp;prepaid expenses, although also current assets, do not count towards the quick ratio.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='568' height='315' src='https:\/\/www.youtube.com\/embed\/lmI6u-eSmws' frameborder='0' alt='quick assets do not include' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>Example of current assets calculation<\/h2>\n<\/p>\n<ol>\n<li>Quick assets are calculated by adding together cash and equivalents, accounts receivable, and marketable securities.<\/li>\n<li>For example, if you run a subscription-based site, the amount owed would fall under this category.<\/li>\n<li>Because prepaid expenses may not be refundable and inventory may be difficult to quickly convert to cash without severe product discounts, both are excluded from the asset portion of the quick ratio.<\/li>\n<li>A couple of ways you can do this is by offering a small discount for customers who pay their invoices early or switching from 30-day terms to 15-day terms.<\/li>\n<\/ol>\n<p><p>Thus, they might have to rely on alternative measures, such as increasing sales, to meet their current liabilities. A company with a quick ratio of less than 1  may have difficulty paying off its liabilities. A company with a quick ratio of more than 1 should have no problem doing so. The numerator should only constitute those assets that are easy to convert into cash (typically within 90 days or less) without jeopardizing their value. Don&#8217;t forget to include your prepaid expenses \u2014 you&#8217;ve already made for goods or services you&#8217;ll receive in the future, such as leased equipment and insurance premiums.<\/p>\n<\/p>\n<p><h2>Using the Quick Ratio in Overall Financial Analysis<\/h2>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Is currency a liquid asset?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Examples of liquid assets.<\/p>\n<p> Cash or currency: The cash you physically have on hand. Bank accounts: The money in your checking account or savings account. Accounts receivable: The money owed to your business by your customers. Mutual funds: A fund that pools money from many different investors into a diverse portfolio.<\/br><\/br><\/p>\n<\/div><\/div>\n<\/div>\n<p><p>While a higher quick ratio is generally better than a lower one, it\u2019s important to put this ratio in context. For example, a company with a very high quick ratio may be holding too much cash on its balance sheet, which could be put to better use. Many companies rely on quick assets to help them get through strained financial periods. For example, a company might use its lines of credit for a quick cash infusion.<\/p>\n<\/p>\n<p><p>A company with a low cash balance in its quick assets can boost its liquidity by making use of its credit lines. The response to this question varies greatly based on factors such as industry nature, business type, and economic conditions. Industries experiencing cyclical or seasonal demand, like retail or agriculture, find higher current assets advantageous during peak seasons. Similarly, businesses in highly competitive markets benefit from maintaining more current assets to swiftly respond to opportunities and changing demand. Similarly, with accounts receivable, there is a risk of customers delaying or not paying their debts.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='566' height='316' src='https:\/\/www.youtube.com\/embed\/d6HOuVtjzsc' frameborder='0' alt='quick assets do not include' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>And moving forward, you might consider adopting the Just-in-time (JIT) inventory method, which focuses only on ordering products when you need them so you can reduce the risk of overstocking. Next, add up your accounts receivable, which is the amount of money customers owe to your business for goods and services they\u2019ve received but haven\u2019t paid for yet. For example, if you run a subscription-based site, the amount owed would fall under this category.<\/p>\n<\/p>\n<p><h2>Create a Free Account and Ask Any Financial Question<\/h2>\n<\/p>\n<ol>\n<li>These types of assets are either already in the form of cash or can easily be converted into cash within 90 days.<\/li>\n<li>A ratio above 1 indicates that a business has enough cash or cash equivalents to cover its short-term financial obligations and sustain its operations.<\/li>\n<li>A great way to find out is to calculate your quick ratio, also known as the\u00a0acid-test ratio.<\/li>\n<li>Reviewing your balance sheet helps identify these critical assets and ensures you have enough to cover upcoming liabilities.<\/li>\n<li>It produces real-time business insights automatically through powerful reporting and analytics tools, enabling you to make informed decisions and proactively manage your current assets.<\/li>\n<li>If you have inventory collecting dust, these unsold products are just tying up cash that you could be putting to better use.<\/li>\n<\/ol>\n<p><p>Once the total value of <a href=\"https:\/\/www.1investing.in\/quick-assets-definition\/\">quick assets do not include<\/a> a company\u2019s quick assets has been determined, the quick ratio can then be calculated. A solid quick ratio assures creditors your company can meet its obligations without selling inventory or getting extra funding. It means your company has more liquid resources than liabilities to cover short-term debts.<\/p>\n<\/p>\n<p><p>By measuring its quick ratio, a company can better understand what resources it has in the very short term in case it needs to liquidate current assets. The quick ratio is more conservative than the current ratio because it excludes inventory and other current assets, which are generally more difficult to turn into cash. The quick ratio considers only assets that can be converted to cash in a short period of time. The current ratio, on the other hand, considers inventory and prepaid expense assets. The quick ratio pulls all current liabilities from a company\u2019s balance sheet, as it does not attempt to distinguish between when payments may be due.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='565' height='314' src='https:\/\/www.youtube.com\/embed\/Jkse-Wafe9U' frameborder='0' alt='quick assets do not include' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>This is important because it gives you an idea of how liquid the company is. A company with a high quick ratio is typically considered to be more liquid than a company with a low quick ratio. A company might keep some of its assets in another form, where it can\u2019t easily cash out.<\/p>\n<\/p>\n<p><p>The higher the quick ratio, the better a company\u2019s liquidity and financial health, but it is important to look at other related measures to assess the whole picture of a company\u2019s financial health. For instance, a quick ratio of 1.5 indicates that a company has $1.50 of liquid assets available to cover each $1 of its current liabilities. The quick ratio measures the dollar amount of&nbsp;liquid assets&nbsp;available against the dollar amount of current liabilities of a company. Regardless of which method is used to calculate quick assets, the calculation for current liabilities is the same, as all current liabilities are included in the formula.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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width=\"704px\" alt=\"quick assets do not include\"\/><\/p>\n<p><p>The key difference between current and non-current assets lies in their liquidity. Current assets are either converted into cash or are used up within a year, whereas non-current assets or fixed assets are long-term resources that are difficult to liquidate and take time to sell. Non-current assets are valued at their acquisition cost and experience depreciation due to wear and tear. In contrast, current assets are appraised at fair market value and do not undergo depreciation. The quick ratio is the barometer of a company\u2019s capability and inability to pay its current obligations.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is not included in assets?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The correct answer is Deposits.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>The ratio, also known as \u201cworking capital,\u201d compares your total current assets to your current liabilities. Current liabilities are any financial obligations a company has that will be due within an operating cycle. Analysts most often use quick assets to assess a company&#8217;s ability to satisfy its immediate bills and obligations that are due within a one-year period. This ratio allows investment professionals to determine whether a company can meet its financial obligations if its revenues or cash collections happen to slow down. The current ratio includes total current assets, covering inventory and prepaid expenses. The quick ratio provides a more stringent liquidity measure by excluding these less liquid assets.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is included in quick ratio?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>What Is Included in the Quick Ratio? The quick ratio is the value of a business&apos;s &#x201c;quick&#x201d; assets divided by its current liabilities. Quick assets include cash and assets that can be converted to cash in a short time, which usually means within 90 days.<\/p>\n<\/div><\/div>\n<\/div>\n<p><div style='text-align:center'><iframe width='563' height='315' src='https:\/\/www.youtube.com\/embed\/el1VF8Qc0tQ' frameborder='0' alt='quick assets do not include' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>For example, it might store gold in vaults rather than sell it and deposit the money in an account. A [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"footnotes":""},"categories":[16],"tags":[],"class_list":["post-183","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"aioseo_notices":[],"aioseo_head":"\n\t\t<!-- All in One SEO 4.9.8 - aioseo.com -->\n\t<meta name=\"description\" content=\"For example, it might store gold in vaults rather than sell it and deposit the money in an account. 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\\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