{"id":1880,"date":"2022-07-01T20:00:48","date_gmt":"2022-07-01T17:00:48","guid":{"rendered":"https:\/\/shop.aibi.lv\/?p=1880"},"modified":"2025-02-05T12:59:06","modified_gmt":"2025-02-05T10:59:06","slug":"financial-ratios-for-ratio-analysis-examples","status":"publish","type":"post","link":"https:\/\/shop.aibi.lv\/?p=1880","title":{"rendered":"Financial Ratios For Ratio Analysis Examples Formulas"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='margin-left:auto;margin-right:auto' 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width=\"250px\" alt=\"how would you characterize financial ratios\" \/><\/p>\n<p><p>As an example, if a company has a cost of goods sold equal to $1 million and average inventory of $500,000, its inventory turnover ratio is 2. Say a company has $500,000 in net sales and $50,000 in average total assets. Their asset turnover ratio is 10, meaning every dollar in assets generates $10 in sales.<\/p>\n<\/p>\n<ul>\n<li>This need can arise in an emergency situation or in the normal course of business.<\/li>\n<li>\u2022\u00a0\u00a0 Profitability ratios, including Gross Margin and Return on Assets, gauge how effectively a company generates income from its operations and assets.<\/li>\n<li>The result provides insight into a company\u2019s capacity to meet its obligations (liquidity), profitability, and management of resources.<\/li>\n<li>In fact, an organization that is not able to leverage on debt may miss many opportunities or become the target of larger corporations.<\/li>\n<li>Basically, the P\/E tells you how much investors are willing to pay for $1 of earnings in that company.<\/li>\n<li>These financial key ratios are extremely useful for management decision making and stakeholders understanding.<\/li>\n<\/ul>\n<p><h2>Ratio #11 Days\u2019 Sales in Receivables (Average Collection Period)<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\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fmOttfMBDDGIH+Fk5CPhZ0THuaP\/nZy6UnLywYv42P80sDr9QlIU6aheE18xiw9z+\/8u5K1PelN5dcGzX02sg\/qXbx44O5eXE4idIjjgfnW7aNsK1UOyZwlSRJkiRJarSGFVxLgNc45AAuFrSs\/exgy\/sKkr+\/vdwNFrR5K5umP7BL20DgFfv6HaMW7Cy0OyCjPvzMG14tWDHOQOD1lR6rr\/ftP2J9uUzYxAuezMA4RqgbdU3JmRXTzONjx8jOaG72RMXRyVmBqyRJkiRJkiRwrSu8YgCYeXAPq2zAh4UBC35ARuaqGfarJ04BSUAuY9HHgxh+f6w17a3g4ktbZNUsxZ+8HIh5BhAxP4wcHBgZ8PT6UA8TP7JKGawTNQCugD4Ha6lm4c7FB6ipU2yubkXawp6FXNoduDJnauGdBMFYFU3ImbpnwSt5cNmyd792FsB\/f9e4wFWSJEmSJEkSuJYBrzP\/bRdqT70wB\/B4q6bYp1YBY9NtOzqgYCH38MT562I9c3reg0MLiJf+s+LBCUZ82s79a7n9vV3jrr\/1AUgAHjdWP\/52juSGX0+7bRWAX3pjCf+1OY89MMG2oN\/zLy\/gt\/Zz19hhxrY+QJqdw3X15vUvHplK2YfkCUCGamFPOLi8XG5uvtbY9xwb+FHnoM9NX9nMfiAmNfVyoR7rzZm2b\/9ojHj2OKN+1NWLxZjk62L8+L4D7ceemabO3sqt61eWHZsRuEqSJEmSJDVZAtfBwasFAj78AwKAS8iAAaAV6PH6GkgBdgARB6aAhWsHXokFEHqA89fpReJnGZCW4m+N+ZMr82CezAkYog\/AZuuSNYbLgRyz\/Owc6AewAWdcquvipMKrG8ftI7Zh1NlrIx9z8sJrN3G660WNMFdbYnn5MJbJJZazO2Zi+7LXscZJCvYj8OyOLY5hjg+BqyRJkiRJkiRwbSK8ymQygaskSZIkSZIkcP3Y\/9m7F92ojTAMw\/cvFUoptOUGej5x5goIhFN6RdNdhJEwscc7a8cz\/zyP9Ak1OFuvN0j7KtlNaby++C+ZWaV7IFxpzPFH6gEA4bpNvF4lM6twD14IV9okYAFAuG4Sr8+vkplVtp+EK40TsAAgXMWrWfAJVxZoIkAFLAAIV\/FqFnTClYXEKwA0SrieEa\/PrpKZ7T3hSl2G32fsx4cBQLiO7BmvH5KZ7TrhyhCLn5c7ZljJMYMltzPe3N+LVwAQruLVLPKEKxPxuOSY4xYek\/\/YyClBKmABQLhuH69PPyQz22k\/CtfuZYJv+XH5Y7Y6biBeAUC4ileziBOurBCSpcecG69e9woAwlW8mvUw4cqM7OtQZyx5nevcTgnd48QrAAjXm4vXJ++Tmd3gfnguXMkG4eIAnVAQpMXfyR0mXgFAuIpXsygTrlwjE5mrBOba8eo1rwAgXMWrWdQJV2p\/w6YDb9gEAMI1Y8d4ffw+mdnGuy9cmZB5besXf04dO8gcc+6vzxmfi3gFAOEqXs0iTbiSidfx5mJyvNztbfna2WF+xysA3ROuNxSvj94lM9to958JV\/omXgGITriKV7PmJ1zpnXAFIDrhKl7Nmp9wBfEKQGzCdYd4ffgumdmKuydcQbgCEJpw3Ste3yYzW2n3ngpXEK4ARCZcxatZ8xOuIFwBiE247hyv\/75NZnbmvheuAAChCdcj8WrW9IQrAEBswnUgXs2anXAFAIhNuI7sGa\/\/vElmdvKEKwBAdMJ1TLyaNTfhCgAQm3C9jng1a2rCFQAgNuGasVe8\/v0mmdnC3RWuAAChCdc54tWsiQlXAIDYhGvO3vF6mcwss7tPhGsEh8dodhm7nF+Plt\/vGOfT82MNcALh2pHJeP3rMpnZzL4TrmHUHAiHc+s+apZHe6zz6e1xBjidcO2NeDUTrt2rNRAO59XcOff0OA3ns9Ftd\/s4AywjXHs0Ga9\/XiYzu2Z3hGs4tQaCeK37Pm8cr9Xe7xnNX3cA4Vq36Xh9ncxstDuPhWtEtT4ZrvW8vtbn9cieT\/ntVn2\/ZzR93QGEa\/3Eq5lw7V6tT4ZrPa+v9Xk9xOu1vA4YaJpwrdtkvP7xOpnZccI1vFrfZXgiXHLnPvXxqc\/J3u6MJbeTPzav\/LaW39\/M8dnPGW\/tN+kq\/VouOW6tr5V1rnv+36p35gaEayfEq5lw7d7h8av6uzwLIuq4svuW\/3jmuIKYK7u2Jbc1+ng2ggtuO3Psel+LS67NFh8rvR75a1V+3b0zNyBcOyVezYQrjfyoauYJ\/dYfLzmuNLpL4miryFn6XcOtf+dwwbXZ5LjyeN3+a7r6f8NAnYRrOybj9fdXyazrfStcqfTJ7+F81oi1gvgo+w7bjNJ4PTewVwuvYQVKAnCPcN38Gh6IVGCScEW8mglXGo7X7I\/tlkfd3JYcV0O85o6pNl4\/3Y54zX+ON3QChGunxKuZcKXBeM0ExLmRu29w5o8tjZptwit\/bmtGo3jNn583bAKEa1CT8frbq2TW3W4LV9aJ11pCZvjv8Z\/dxOsoYLYMrzXeYVi8Lvuc6v\/9AnUTru0Sr2bClROf+NYcr6NQHX+siTf+2esNmwYr3U7pfav+R4c\/\/V0zr3kVr4BwjWM6Xi+SWTe7\/Ui49qrg16wct\/d55Z70z31nsPpfubLxG1XNxf0OsVT0rssF12a1444rObdhW33He7h98QoI18Am4\/XXi2TWxYQroyfXBeG4w7mVBU7J\/7fguOmwGJZRdlv5a3ddwI6XCa\/M7Y5W\/NjmjzslFLc+btE1G5Rc95Hc53nNKyBcgxKv1vWEK8T8sWsAEK7xTMbrLxfJLPRuCVcQrwCEJlxjmY7Xl8ks7G49FK4gXgGITLjGI16tuwlX+Ei8AhCWcI1pMl5\/fpnMwu0b4QoD8QpASP+zc38pVYRxGMeZc9JjapkewkpKobIoUkGIwCILCir6cxHYGlpAm2gN3dW9K+gqV9CC7DFe4SCcG69m3vl84LuD38U8DDOGa72MV\/UmwxUi2vyXZAAwXDFe1esMVwCAuhmu9Zs6Xn8dHUtV9P3QcAUAqJnh2g\/Gq6rOcAUAqJvh2h\/Gq6rNcAUAqJvh2i9Tx+vPo2OpsxmuAAB1M1z7x3hVdRmuAAB1M1z7afp4\/XMsda7zDFdJkiR1O8O1H86O13snD\/1S13v69cdvw1WSJKn+DNf+OB2vC2k1bb7+dvi3rYNEMlwlSZJkuPbTIF1IC+lqupN208v0Pn1OB+mL1PIOyr1+Sm\/Sfhmu9w1XSZKk+jJc++d0vF5M47SRttJeepXelRH7UWpxH8qdvi13+yztTg7XtJhm0zA1\/wMAADqjScM0l5bSjXQ37aQnZQTspxdSi9tPz9Neepy2yx2vpXFaMFwBAKDbmjPfvY7TWrqdHqRHaTvtSC1uO22lh2kzbaTradlwBQCAejRpmEZpMa2k1bSWbqb10obUwtZLt8rNXkvjdDnNG64AAFCPZuLb11GaT5fSUrqSltOK1OKWS0vldufTKM0YrgAAUJfTATtMM2k2jdKc1KFGaXZitA6MVgAAqE9TGpSGUgcbnORtKwAA1K+RKggAAAAAgH\/s3b1rU1EcxvGH3IoNBaUaNBKRQkGQLq04udhFoYraSl+0CN1E+heoIKiDdCtuuog4iDjUSXAQLCIoiAWtqwQRAi1SxcWXmnt8IEpayA1pElpovh\/4Eki4nLv84Bxu4AIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGyU0OX6XZZXygAAAADAphS6XJDivPRntlz8VFq+IRWv19ht+brqxV8ltbmoeYfM4rQUQrnf96U72yRFHGSBesXP5SrPcfHe6tlf7JaUas68hay76K6tWONhwn34e7Ux6wAAAC0jZEuHyhDWp8n9kna4dpdSQ8Jg5TU+TUnKuLRLCcAaxfnaZ\/rHE0nbXdpFakj8uPZ1f36QtNt1uq0cYAEAAFpDJM0ekd5PSYUXtW0cf32Rlt4m922+8nUTY5J63S63pZlPXcstvJN0yOVcO5taYK2WeqTCpLQwU5r1EKp3a0TSPtfhUo38C6R6y9+ljzPSo0vSxKikw+6A63SRAAAAsOlFLuP63DGpMJ+8eXxwV9K4O+tG3YgbdmfcoDvtTpU+9\/i3z3Orr79yU9KA63bpxg6WxcuV73HupaQh18umFqhL5Ha6Pil38v8cJ5d\/\/e8gmav\/KWhxuvoab55JGnfn3JgbdsfdQZdhzgEAAFpDynW4va5HWnyVvIHsvyrpgjvvhtwJN+COSn\/ZuX+XhKIAiuPHp2VEWVEtlVkNDZGWaEtgpkYtgUOETSFBLS6Ge9DUFERLGARGS3tDS39AS9AYtAQt0RBIQ6BIneGCEuTPNs8XPji961u8vMt9V0RpmcLmMwKsJoBioXz90RmADfB7qKe1xevHCFB6M2Mb\/C7snwDYppDZ4XVAKdXMnOAhP3B3XMeRgAyAOeojexPHF76qjz+VqZh74hSjBZqkHh0RUEoppZRqnyxykgvIX1dZvB4ASNIa+cwO6gS5aZRGKoySB3i5Kl+fzZkd23lykdXaPd8HgM9H87rwK5A+BZAyD7iLNKwdGaUazkZ26qYB4Dlde\/H69AAgSmPUiYb6Lo9f39zjJTcNmUW2Q8cDlFJKKaXaKxtZQOGyxgPkFgVpiLqokzoMxy9O4MZXvv78AkCCAtRPVov320XjFDEL1l1K0jrNkEs7Mkq1uojNr9R3Fj68A2AW5nfX+B9EFd\/\/Hjt+aOYOPw2Sk+xkaeGqlFJKKdW2lXI1XhveJC\/1kg3Vs1EHcBsDsikgtGfOqgX\/6TyqnVw0TUv0w97VB0dVXfEfm48GbfxoVIhClGAwfKiMoIQvSfiQgIDoqogGDBYQgiCotUH+iXUcbceKoBUp7ahBW9tOFQQb8KNEEAcFTUVQihWNQVLClxhgSTab1zfcX+e+fXvfLk428e3LPTNnNgPvvnfefff8zjn3nnvuGKYTXsmU4VTt2GrS1FIKFrDC77fAwSiViCvXUA8zT78gm1Eo23\/+nPO971sMwM8CTWdqvdakSZOm1qLm10wOAPDpCUJNmjQlAIUejha8Mvjs47hn1Xn\/XHfuhx1pcu94rIry+ckMpDO5R+8ifXyGJk3xpNBkGby+\/IwzPhw7CmTeDCDXvg819vE431cAT9+L2MFrbx28atKkSZMzxe8Ywrf6MEsuTWexadKkycUUr+DVyDM5HwhkMsA8h\/tjc0zuFMdjbJjujBRLCnOSdm41aYoXhabxiKy9oor48e+cMeLVlwAMoo4nxyrUJNu9cw\/weKnzfZeVW7M+tH5r0qRJU6uc\/V8rcXfRCAC9ieep0KRJkyZ3UnyCV7mP7fh0AB3JZ7LdT+I4i8dAufmIeF5ddwDJrZfqYlwintW8AUCSDpR1v3mfGLzixB5xFNba52Osvt7IVH6ukMY6HqfxUwB5wJ1zogavstjb2e1rFUDrjqY2GWMVQGihThVtr\/pspAHNttMmJhcxW+5Sk8\/QY6I9kMYCTT+IjL7CmTMBjcdGCIBrqjR5OXC4NziIEiR4ZTD571kAsmSBp3i\/g1EK9pfg8n7c75oe\/2NyjFxLcZmNAH4mU5QD5q9xGxB6XnzDpkrBwSX8dm1uoLj6Pcsuk9jXHLwPqM92kqn99pvR2eRiIPRnIYcYx4Kbtoh\/a3zRKls7wASeqXz0QwDjRXDa1OCME089CWAAq30nR3GUOMO\/+xFx3JZ\/uvM9177BYnFXgcXe2of+JJTuuKC\/nPrQKDW5DAi9Qrmox6a9Q2CQQo\/akc03+kpdbFhJ\/UoHlp8FhGYLLLQHNU2rgeBdTkXTiKPz+W5Vok1oF9C8Dgg+BOzMANu1s752qT4bufI7WXnwbAATvVNrwD32nbKUWmSpBeUQOBX8FdAwFtgWNmmgsUCTG4izHCG5knEKWE++DdS\/BoRO8t\/JJzcB7\/VkaqzvRwpe\/Sb3cgYyOjEymJwBYLDJOXE6j5H3Dz0mjYCVp99ExzkrbqnJBJlwoKuvFJVPe5l8+Nexz6kMvAGUs5BNmzgjG8KfH\/pELdfRXwJIVQF1++o3U1bqoU0X3wOa9qtlq38VmJcB6qP3MeHIVrHyiuvkEVgqrvuGxdOyTe6o\/m7GLJMN0bc9Boig+LpJMYLX202+mg5fkrf1J6F0xwX9pSKjTNqIWNxUDdRNknpklc04ByZ7T79PvVdZ+Bg79DeRmr9lvjxHPRqf3AZs6cdv6hP35Ls5M\/X+Sz+ANHAseNu\/cqs+n+qfxc7PrngdePcvwJ4VItgOLknMKu8usu9S7wKRsgQ2R47L4G7gywKpY4I0Fmj6EcmYyAFs+fjz8pgad41IpfvkD\/x\/cuMBUb1Xnm\/YdsFr0aMAbjI51zmFxOgb7jA8eT+Prrmyxel+dJCi89i5AMa3dKZQztY3V6ifs6cCmHcvcOxrG9DUOMt2\/DNgZFf2na91ACi0zCLLRmBDPgtZ5QILCoGGg5FybZwK4Fx7deZ21G\/F1EMLmH44A0AfBkuDgPeXq2U7tBZAJ1A2b2MCg1dgFFAySBpZFS99AkA\/p0BTzsAeWAEgn\/cd4Hy\/zZsA3CGuQYbJSd7Tn0TTHRfgjaOjal8daPwG2Dib55NfBSy8Bdj7ZqRsh8uBL64HAveIFePmWrlKt5zZPPAlrn4bfU0udbaltR8Cu97mBMRJmA616JMjm1TXS\/mW5AEbegMhy9hs2ArUPAXsWwUE9qnaciycDQZk3vKv3K7PrPR+ukw9Iqanm5ySGIGGq+x7oSVAJO9dDPTozzE5UPCKEqCxPvy6\/c8AM8+397vGAk1tTLKimzzjMHuIcAwxlvsMhohVy\/+ssw2QeqBsGJf0+aHbIng9+F\/g2x0iffDkJqa1kJ1m7hY+yIC3bwvT\/bj3rnGpmIlyknH4QgD+6KnNsSn2jFF9HRBs5GrCRuDjucAdIwAUAPlTgR0OgLDjRTp3Z8Z\/ta758\/BZWnTnsURDyUOA3atVIEWnLgwY20m\/ldpmt3cCk0ZT\/643eQz\/Hg58u1Utm9+8DlnghI4HMeE5OvbbAEykHJcAh37v\/J2\/\/JRyXxyZAWHkydnmu4bx3QpNvsz5fh9sATCFxaDOB4NXb+lPIumOC\/rLIaC2rbbS8ZpXxHE23uTRJhcIrtl8+o77EwMBXAA6somp3wykorAYY1tWAlOGA7icMo0RxdpWPivHoJWPfgE07BV9faQMGNydZzIXiHfrcztQXaUY09Vi5REZ4Ht5x79yuz4bt8UeB1\/tBmo+B2q3i60i1Ws5KZnDQCMJriZX2ffCSD95+1I+fzzlGUHsHAxMuQ0IHA6\/\/vsPgHFd7NWfNRZoagui4bfPvqz+Datp3kqAvYLVebuaf15h32MmjC56cgY7Od7Ba\/y4cD73yV7Z0uNx2DZdFA\/Yuqzl+3KdSew\/qZ8rZhqjKfaqZVRonjOL8WKlOdMvAn17m4ZjBKcsmVIZ1wqB5BdmEhTHULYrhHO5\/ueKdI\/jBM5e1m\/UDvqtONLJXciziHEr5RrATINsYNmN6nfpNY0zpp1MTvEgJrxgCV5v5LjKAv6UE331teQB6j0nrSKPx+GWggn8zWR6klPwOpVj5gLr+3lHfxJFd1zQXzGPXrLy1tcBFJHHcYXjMmFHXpl2+rZs8hTiwYUmpyaofncA9o0GTvzT+T1\/8QTlolOPUfx7hAj81\/5R1U7IWz6d1Wnz2GY073EtUHiz7Z3Ia54RbUQw5B3\/yvX63IHFM7sAHyu+6ZFDAOaafDcnDiexD2+gvetscjJcS66y750jA9cTtZSlyGQ\/v2lPfteuAp+qFEfTffV38c3k5IXGAk1tQuqN8bl3Ayimce3D1Iw0GsmfAic+jmzzu0U0wukm+1o5eKUDuW612APxQTmw7QXgo+cFV78DHKiKHJB+BpNxOeLCx4C0G7BidmsGr\/JZ\/XoKkFEB+w0PE9QnEgjzYTYgGOYAGx5Uyzh0JtNVmP7YGg5br6k0NqMoT4YwdF+PcZhkWCDAUxokb\/ebkRtpTKpWAZhCHksHpzPHUZoYv\/tfCm+z+zMA03l9N3CV0WOY8P\/g9SMGr8NpPDsCx\/\/hjBc7tgAo4LWpllQlQ\/DyiVxxHSvPfmaqUQT\/axuAO00eaj+Gx0P6kyC645b+spORr3oWbdAM2oX+JmfS8esonKRgXWSb\/dVA1ZvAiSPSie0xh7qYA67CJKB++9i2u2qMiZU2lFgwcCAnGbrRob4Y6EUdtvP6VcQHrmYhj22z2OddmHKowokR1iwNj\/hXbtdnS\/D66Qq1fJhj8l3UnXEcE6O4knaee4NXl9l3VtYP57dfJS4VmZzP+6fzm6QKjHm8j3qCuKzYvhqssUBTW1RktO+z2cfZrTvkGYli2VykQQULgIY1ke0q1wAYZnIXDvgO8ToWQ83zlwKYxRWQWwi4N\/D3JgFwnYqAvZ\/JNvctjlMwCbZNEU7ue\/7WDF7ZLk2AW22FYr\/KFwT2Yq4i9KdSZxBQ0oBtQ9QyznkUwHUEgJSWl7e3g3TNTgLuJBq48+R4quuulmlkKYHmYgInvN1vKge8uIzGxA8aZ9u+PJ8Ye+vnAdsrgJUrgez72dfjTM4GAddbmNBUaQleJzIgvUj0zc6B0VcVhk2TgSl8TKWzHI+DCeHyhnaxvcqQFvPasIDHQ\/qTALrjpv6ykzFf\/azsB9hnw03OslW9TxLFmuxtavbQ1k0Hnl4OlDzGd5xgcg9wxSsB9ZtjDBcA1eUK53E7gNms7D2Q\/XUWn5Uig71gncNxVtPoE1zDsZbONsnit\/5ZxURBjfAn5NYij\/hXCaDPSBLfqPa3quCVOuCnXl\/K1eospvynuffIMlfZd\/uqK3nR0wBmElN6KiZJOgj5AoqtDbs2A8izrwZrLNDUesQZmPjwrioGjZdL57A1g9cFS6jIfjoCA2XhAwwh0BcAyx6yph3EMXgF2\/uAoyNbM3gl+YRyH37OwfDMpqJdTYe6o6yWFs1xW\/AklTpHgmHLVxtEcZT1LxMQZ\/AZl4UXrgp0c9grvIjXX2pymrf7zchV3z\/jXjoSBQRblcOSQoPRn0ZnMscb016R4j1MYPCKb97ibGq+yRfSCKVEX319fx2Aa8X1O7tKI15ZwjSi8TRU5zKQqHQKXmkMC+SzJXlIf9yuO67Dm9h7DFFCB6y\/uoBY07uRbQIn2NdFlHMCf4eCmQQJrN8+If93jzuk58+UK8zK1ESfOkPi2ZXEz5EMws6IdMYbFqknuTDVmlXhIf\/K5foM+lMNj6iCV+r1WMv3TKWNS3bvqpjb7LtRppZnwiOUh\/YUKervE\/zr\/9i79tgqyzP+60UgLI4OBio6QIpKIYOVKkShK3QFO5GOSzsQYyyFIGIxgEYQwZHRAIPJZYFIsjlkm0AYIdugbNkYboa5EDoVw8JFjFi5rRQmQqX17HC27P0l75vvfE+\/7XA+857X702eP5qc0+89z\/fcr3771Hm\/AabTG8mC6IRy5Im5508D9XuAP\/5SlW98uF5NICPg3Ebgyl\/VtM9\/HFYN9B+cYCkdo4ncqRiu87qOyryYUagejF51J6Hdpphw2F3AZxfUdxYtpwJIl\/PKExsVuvOqmWyZYEzPZMQ0X4zEe7\/HbLSwciilXgq1p+6t6QBKyfjTaayNSBaKsQLBmFxsTpJ2G2+JKYIyoJGLIdqZkqPpzCjexyhub3AVlHsygQ4lTtX7OK\/ZUmmoVkYjq9U7a9mopz32LabxVWaWYwU4rzUsKUpyXh3jH5t5x1Z5A5l28CR\/+0BTJwR\/775nWWkwhPcsULSq+rEynL+z1B5JX4N1OktD75CMddFg5VA1uS89ViO8oxnmMx2zryzmZ6NdTHZeywFmeDPi2Kbf49sEW\/VFrn8b2v76t9h6\/+\/fX6tkrnbyIlkQnRDP9aMCkTDKi3I6hw8QhhtZzTEAJvJz0xjZmMzP3BK280qB+V0wU0LCyiHkGtABuPB9pQxq5zJCNDBDnVcKdj\/FEyzYJTymrQ+YfSss6RhJY+shZsP7gNEyFY2Mv8xBFoE7fN3GW3ytoNye1Aa1xoEcrcSXWeKVZ0bMHZQJ73CC8F4+y3ReGa1uPdJ+9rWiQvfuHKujchpvlJnmyo4EJ51rRXq7l27c4x9becdWfOne7GToN590e4+vo0z69gJLTccxO9yF+qQzmHXKfP4mjXnuxeeUykEi2WAV1lkF2hfE9ViwjNw9+8pafnbQebVEv8s92ISihaSvb7S3RtLHsSSs2AhmxSmTEcmC6IR2\/JQ5m8JnsnykhCULhYQh\/NtTmotSQjEdQ0aSwnZeKTDpGAYYOF\/j\/UrZJ\/SlyHnVQYC0TGBmHzAjwwV6yid6AAu6quiWufMwfjjC2\/XfCWVFczyljIHlVubCdodlwim9lxCVPs5rNtA4tf3s68k39MTHklLiudwoR8oSnVcaUozIPugXkXWPf2zlHVvxBQBtE6X95JLzKvPf6Q\/Y71fB32f2yWa5wd\/2GKzE9Tga4h3ck6XW8rODzqt1+v2c1M6gZaAcgJCHqG7aQrlWAOrQSBZEJ7QjZhX0RLMCRvm6adBluYSeBtxKwRrawKZUhi+RWLtQUAzgvTtmqPM6LQTFMzmNTensq0EXBQ39VWmfqcjbdqvl6zsnRXiTMi2P1VG55WvlFskEH+e1hM80lVlHc7m+DCe28d1P9AxPQbDzKtONe\/xjK+\/Yii9Q58TeTX7Wzl\/pLK\/3WQlhWmbdj5kBeBjMbLjH3y4arNbi2mZ+dsx5tUu\/y\/fB7IDqkwDn9aVXSAOFYOY2kgXRCe3IUZiyBcwqcEQ0cjyQK4MuZ7Ak82pG6G+mcO3MeyJyXql4gMK0KB69s6srEF9nPIv9hfXfoYAcCjw+OcJbfLscyfT24UUyQSunt7cCmCQMU8gBmp8Pdl4rZjFjMNYcNhHkvHKAzkxOqO3lpRv3+MdW3rEVX6BT3TAciH2SXDI4\/Anvb5enku7eC6BW91irMnX3+Dt8g1XQ24EGq4O4tpyfnXJerdLvcia4aIFQERL8bjiDhgOl7s3MKozYqMh5zajzr1\/7v7C9u\/nCbiwqFL7zWsVSMblURS69QPjOa99nzGiW206YZ0WAR3GrTNjscQBG8Z6jgerKyHmNcRp28ph2\/v\/BRiQzkgngfXBoC3lrhGcIA3l9pbAzk4CTRwBMp8ItpkLsICt6uRfGSzfu8Y+tvGMrvszVErvGAFc862\/OnASW1Bg0l6V6cr332vIagDk0oKrM4S7u8befwfrW327QYJ3KPvauwQarDi54DVYHcW05P5MWPKXzmem82qbfY+sDhtYFOa+bpBVgXuc1kgXR+bwZiy+teEZ6VlyEP7ApNeYP33n1NOV3trh3M52GZB\/\/PWLPzAZQRShXhtjK4Rne85oGvLU9JNP4rl+YE\/IC8J6nJhsqw9ldmcD74ODPSCMjBPzk6N1tfvDSZjqgnD7u95s+2yJ\/v9scSam5xz+28o6t+PIu3h8wGPjIZz9i65n\/wAHv\/dWS\/k0bqD9mMWtQAu6FdZO\/BRpL0WDlbscpAIpoTGcLelvYJ6p5+wuEa4udV+F+aTuJaiCxVMGVvn69pW7o95ZvpTYxWg7ocs3SbK89HsmC6IR4zt4OxFuFyNCHQO9SY59UVnsrC0J1XoNr7PMsdl4ngIvk3XbCwHPdZwF621UANcYC9EGqt6epInJeke3TG0do+RiYMRNAvhj8oGLTUwSvPWos7s5ySyYk+ui7vLuLjonkvGYBB3rzt\/gYj93mkybLjD17EJ1XeTdovve77vGPtbxjKb5MGnz\/DuDqT1nG3KamXf95H\/DRUaO8+TLQ8ibwz98DO58DMJH3n048jQSQz7vluKnz4ytDMFg1jd2Aweogri3mZwCIP++3Yki6X7p3Mqtg0tlpymbT07zd0O\/IUe0U3rvsqac+lSdGI9HJfwjZhtfIMxPMgU2RLIhOmCcbuLRQNtCajgGbp\/rvkqNQZZ+OEojh97yaBBk5r9ZlQTr5Z0EuniMuprB0o7sSBOxRS4LFG5Qx+f5PgOOlALIdNsCzgPNT2p+OW7+YfZ0sMUziQSq2+HmgrBcn4HYFP++OTEiMN0ovDzHSKzmvVNRXtyb\/hv2vG3v27hVKieR+JU6NlXjbPf6xlXdsxRd4EnO1sdfaALwwiet8HudO2kribxSAEgZSKkjXVeypHsrS9JtBPnJT58dfddBgtRXXlvIzeOKPCCWcIcwZSFR7n6Un0VcNNvWoI\/pduM\/HzcHZyUS5QDe1DLSNoazqGMmC6IR9soClecGTOS\/uAU7XAJfL1EuOz0suH2ispRHZhYIlHcp\/qXyndxokZvv8T\/zbQmnh06E7rxTsqSueJ1ans4SP\/1eerkdc6MBE7I3kz773d7XEPZEALv1ARfLUYAs38YYOKvPSHg827QfOLgYahwJN+ZoPzUjo8UU01u8HkA9GQN2RCd6BNitW0ui\/VVBmWUBjSfLdp66kIfQwgH7+vJnI04pQrPyY5Bdpdo9\/bOUdW\/GV6A+YK3pa9wFF\/bkCZSyNodGkXe86lFEMyBSSh7uDex3d1vmpGazyYKRXtpHGhsg0Fp\/wv\/S5OYhrS\/kZPNceEHaJvqz4Z9g9QNsqVXXR0FkHm9KRdTXhh88yE9kNQK4j+p33af558h0WLQdQLOvT668nO94jX\/QECr8KyqpIFkQn7JMLbC0Erp0VGYsgR6j+UAOgiMTbl+VNKQkwrguYpYQKGVeEC6eA49uBC6uBK5XApZ7hT22To6PJsHxTep3XRJ48AXXXLqCwSlimTIMq\/PJr+Z01NQJbVgNnNmunoG0ZUDdIldNJ73hNOQX1bSAOHcRbNvBYD+DiPgkPwXDqRzR6xzGD0w8sRcpsmfBfB2V8kuIkqF7ChqeB731FMGJygdgJz6CMWma+qKhxE8jL6lnxtSYdy3D8AHCwDtg9yMyIuMU\/tvOOhfKGmRINR9ax9PdBOqtfJ856cnpwL\/7NrApuUXjRZYvu6vxEnsroXD\/qbzxu2AQUjZenLCdGygNxliwThrRQrkgy5dWtwKBH+Ls6uoPrTOBn6kO9k1kE9Zkd\/dg3nOL6oPg2+f\/fPZvZxL6gLHBEv+eo93TK48C2tgBL5vv\/3vja5NaMeWsAPAWgmsG4O83vRbIgOqEeElonNczi8nv\/H0M1\/wWY9yijdRUc5X93SsKVJQk3Btf2MBrVIfxMrI6sB8OnR4HmuWS47BQMyIVeg0guQXl7qS4xu3anEs4SY5pCq+lNRs1uMKrbMiPgnuzxOv0UjbeBQP0K\/88d+g0F9TcBFIDDLdzEGzooR+pPq4BPaZAHg1rFcXANlWwlyxKHgTtLM1smCPgXoXEqFYzpSGYBV5frz2zfwWhqpTmpXGfxUoXWfczW5brBP5nCO5bgSzbwaegdrAdWPQfsqAYOVwDNo9XwlMtlCpqKAdxEyAX1hNs6X2e9guFYHXV7DhAr9C0Xl\/XvfjB7LUx2FuDMdkXXiqczG9eZws8Ae8WHKb6VnvfJQWBCIfn0LjolgdlRKeMm9NjOYnXNQOIj2yH9zvv89gXex3j\/lxpUQujyv9k789ioqiiMf9OxtSwtUDKF0ta2QpCUsliwFZrWFkoptQGqLaEUCkIal7jgHoyJ\/7hRATeIIhiJQaNNNCoEMIEIymJKSqSyiEsVK7IERUXjBomZ3F\/Sm2mHidOFvpe5ycl7M3n33fPOOd931\/dulZmlpzOJmDguvY8Z1yXE5hgGLrwiRbggkro94ch4Q4wvPSL9cOTSJHXoI6n+Cd7NmctxBiNv1tr9sN49YLTx90+lXxulswekozukbe+bl8o3bfGLWTb83TGj6+mD0s9NUstGSSPRIbY7g8yQ+YVd5muRf+w1up75zOjz7Zd+Mfq1HjbP8PUz6BX\/P8kdYF\/YaZa8\/bnHX5Z55tajbWWdPWVs1\/Qao0QDpTMT\/fnQ8xPp\/Dbp8Fpp19vSwf0ir19nMxvxWBGVT2wniDpaOrCE7SE6+EjF1vVSRTmxwhIY5Ujr7pC+bzLx1dpifO27TVI1lfcoUWm71G5RjKSmSZNKpU0bzOxRUBI+J21+VcqsZdR7nrV1TBr3inI2J1x81u8H44NzDdJXa4yfdjZIzY3GB8e\/kE4fM3rsflRSKnpblcyZrLYP5uTeI2kxMZUuRuzNrCuxopMrpW9WS5+vk\/ZtlHa8I23ZZGISUeM+U\/aJQybW\/zpB\/PgE9zgbP47BTi\/iG2YPKD98uXjK2PDv+80SQtORdV+db\/BtBp1\/XCUdfVna\/Yb04XttOGtuNBjbuBS8WjH2b4P0U710\/Hmp+RUTY1s\/kI4cbOOGk83Suf3MaicYvF98zh+fZol4y4tm263t77a1L\/Z+bOzRul3ScPv9Qgfb2il4tnD9+Fjjg\/NseebXr2mP9NZ6KamClQxTsUuiyRNOvfvL0+3fdaxeTuf1JkmZNhe4pH730IlLNny4YYXZwutSvHR+JzispNO6iI5rNva341IRLoiknkgeGnsD6PwVSkPmSsuekh5cYV7IN8L2EnUEby2AmsLoVGL4yzfkIW8SH1EpARhVkmr4yMUttgCeBYC7guuLGQVir6lu7fAnQGx5kqahw3z0Qj9Vs9SjiMZTRhhEGMVIU5qwDQRSSzmLOS6AbPOpfPpB6IPYv+t68s6x7LkI+842fleWGD3tBEkPxAfllHMrFUEdOlagRz6zX1dBotdiq4UixvD\/ZHtPRJfazdY3lViZIZXdJT28XHpgpcHfvatsDFoxVo6eadwjygWcgD2UwbNNx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width=\"251px\" alt=\"how would you characterize financial ratios\" \/><\/p>\n<p><p>Generally, a lower ratio of debt to total assets is better since it is assumed that relatively less debt has less risk. Here is the complete income statement for the firm for which we are doing financial ratio analysis. We are doing two years of financial ratio analysis for the firm so we can compare them. While it may be more fun to work on marketing efforts, the financial management of a firm is a crucial aspect of owning a business. Financial ratios help break down complex financial information into key details and relationships.<\/p>\n<\/p>\n<p><div style='text-align:center'><\/div>\n<\/p>\n<p><h2>Analyzing the Liquidity Ratios<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"252px\" alt=\"how would you characterize financial ratios\" \/><\/p>\n<p><p>Horizontal analysis shows a financial statement amount over a minimum of two years. An additional column could be added to the worksheet to show the days\u2019 sales in inventory (Ratio #13 which follows). Graphing the daily (or perhaps weekly) balances during the year and then computing an average of those many data points will provide a representative average.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"258px\" alt=\"how would you characterize financial ratios\" \/><\/p>\n<p><h2>Market Value Ratios<\/h2>\n<\/p>\n<p><p>This means that this company completely sells and replaces its inventory 5.9 times every year. The business owner should compare the inventory turnover with the inventory turnover ratio of other firms in the same industry. Like <a href=\"https:\/\/www.pinterest.com\/pin\/62346776086715548\/\">What is partnership accounting<\/a> the current ratio, the quick ratio is rising and is a little better in 2023 than in 2022. The problem for this company, however, is that they have to sell inventory to pay their short-term liabilities and that is not a good position for any firm to be in. Investors use average inventory since a company\u2019s inventory can increase or decrease throughout the year as demand ebbs and flows.<\/p>\n<\/p>\n<ul>\n<li>Therefore, you should always consult with accounting and tax professionals for assistance with your specific circumstances.<\/li>\n<li>As we\u2019ll see through this guide the choice of a financial ratio is also in accordance with the industry and business models we\u2019re analyzing.<\/li>\n<li>Fundamental analysis contrasts with technical analysis, which focuses on determining price action and uses different tools to do so, such as chart patterns and price trends.<\/li>\n<li>For example, technology companies may focus more on P\/S ratios, RORC, and gross margin, while banks prioritize capital to assets ratio, loan loss reserves to total loans, and liquidity ratio.<\/li>\n<li>For example, a software business likely doesn\u2019t have inventory, so finding the inventory turnover ratio is not insightful for companies in this industry.<\/li>\n<\/ul>\n<p><h2>Application of Ratio Analysis<\/h2>\n<\/p>\n<p><p>A cash ratio tells you how much cash a company has  on hand, relative to its total liabilities. Essentially, it tells you how easily a company could pay its liabilities with cash. Financial ratios can provide insight into a <a href=\"https:\/\/www.pinterest.com\/pin\/62346776086715549\/\">Accounting For Architects<\/a> company, in terms of things like valuation, revenues, and  profitability.<\/p>\n<\/p>\n<ul>\n<li>Asset turnover ratio is a way to see how much sales a company can generate from its assets.<\/li>\n<li>Operating leverage\u00a0is the percentage change in operating profit relative to sales.<\/li>\n<li>These ratios are called turnover since they measure how fast current and non-current assets are turned over in cash.<\/li>\n<li>Working capital ratios provide clarity around a company\u2019s financial stability.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>As an example, if a company has a cost of goods sold equal to $1 million and average inventory of $500,000, its inventory turnover ratio is 2. Say a company has $500,000 in net sales and $50,000 in average total assets. Their asset turnover ratio is 10, meaning every dollar in assets generates $10 in [&hellip;]<\/p>\n","protected":false},"author":11,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[59],"tags":[],"class_list":["post-1880","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"jetpack_featured_media_url":"","jetpack_sharing_enabled":true,"_links":{"self":[{"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=\/wp\/v2\/posts\/1880","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=\/wp\/v2\/users\/11"}],"replies":[{"embeddable":true,"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1880"}],"version-history":[{"count":1,"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=\/wp\/v2\/posts\/1880\/revisions"}],"predecessor-version":[{"id":1881,"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=\/wp\/v2\/posts\/1880\/revisions\/1881"}],"wp:attachment":[{"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1880"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1880"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/shop.aibi.lv\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1880"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}