{"id":2151,"date":"2025-02-03T10:47:34","date_gmt":"2025-02-03T10:47:34","guid":{"rendered":"https:\/\/villaverdecompany.com\/los-delfines\/?p=2151"},"modified":"2025-03-13T12:34:12","modified_gmt":"2025-03-13T12:34:12","slug":"receivables-turnover-ratio-definition-explanation","status":"publish","type":"post","link":"https:\/\/villaverdecompany.com\/los-delfines\/2025\/02\/03\/receivables-turnover-ratio-definition-explanation\/","title":{"rendered":"Receivables turnover ratio definition, explanation, formula, example and interpretation"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"259px\" alt=\"which of the following represents the receivables turnover ratio?\"\/><\/p>\n<p><p>If the company had a 30-day payment policy for its customers, the average accounts receivable turnover shows that, on average, customers are paying one day late. While the receivables turnover ratio is a useful indicator of a company\u2019s efficiency in collecting credit sales, it has some limitations that investors should be aware of. The accounts receivable turnover ratio, also known as the debtors turnover ratio, indicates the effectiveness of a company&#8217;s credit control system. When analyzed together, these measurements help you make strategic decisions about your collection processes. Strong performance\u2014reflected by high turnover and low DSO\u2014indicates efficient receivables management.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.bookstime.com\/articles\/receivables-turnover-ratio\"><img 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IiY8ysciaoYmQOq8lSS+af\/kFfdHKiyOqHTeSrTdePLPZCroekXUnERkgqgu4Y6VVFW6S4rhuNMm5RzS62zzxq\/d1WsjjGmLZmqYzBu3BmqZnmbyJ1N3ijFVMjreLZnyb69sFPa40xZhKynsGZCEeYOJKatNrDB6mz1l+65OVopJ9miWm1JjNsd4Vvzg1qDgYfCSDum3bl13wuhdX3mu1Gyx9jMxMdV6w2jh28eHbzM7tu8ebPh1UMOhx11xR26KXzus1jFWj1hMUfLWf725d1GVM1fqzuIQ4lLgkuiVOhaNqpnXlEOJflEnH3\/wD5BqrpfenJ9oUbMYtvaLUm0SbdVf3SSSRYGR9UmMaVRSMxisQ6unzDtSPFK+6O5TS4+byrQp6Y34S0hYu82eT06DjtKpj475h62z2+McetSPLZuj9N0fL81fpIetMTaw8eM7QpiI5rIOulPUVzWsSWeMz20U3s87dIP7jiXf8AWi80WBYjbNUn6uzDzOnML9fS+CvTSbBmeMycLUGkxrWbLp8h3H+roqWiKweM6sxbPkri\/A+gFJ2hUfXnWd5r\/HsF9EqibAcf2hLZnrdvLw+qt5NulLN3CBetJ22M3lJx9RTGqt8RmmWcczd8Uqr3JUlhFlkpESkUgAAAAABKAIgSg9gcy5fvYch\/Kdr7K6OBD6AZfvYch\/Kdr7K6Pn+VSuCUiJSrwAAAERKAAAAAEgABWAAAAAAVqiZBExKJlkTnumlIj1ESwGPWJUSIAeslRPIietECULA8qywEKyxj1liZZYxKywHldrGEdmQWJWjyHZ99OCsM7HxzMy3LAitjCFZHW25ZJm4nazccn20KvKFqFtvEd7rZw6lsOhcr3St6rdcaaci8Zw8S4l\/w5s1iWptM77vJZe\/9FdD5OeHZ8Vb9SFSVC4p22ukd7NTteHl4pDCv\/CqteCdJG7S1K4OJ33Q8u1qemf3uw4nwqXFFU5eVBw7yrKPq7B9fYjaEOF0Wl96UrRNtlo9kG7jIaoXLlu60C6+5xyXanSXBKmO7babnX0e5XUfK8LUrSGdN09miH2h0azREPg2m+KY3cU\/7vxJosSs8rx3MWivKdwse12duhe4VG9\/rgg7jXjx3g3ku6wGHv+H0V6R0e24XR3Hcc\/Uvqk1pisHcxL0fEZ9bxkffv79e6SRS8L5opWW6sSziXZtMLim+zocSdIZLWD\/Q5bBg9nzRcIfhXRQkczOvh4cT5ZC36j2bynqXds9nzAkh\/XpTE5FVLbm5bE3id3d3NxtON3UVu7u721VLRetujdrblvocod34VD+vRDJljcz1vR7vlGf2PShnZB3HPKQtCmN120wz+Ml9Oh3VJU1q36NwdrDh3yeTbpPyz7fkfpjrh39rqml2hI75Imj6j\/gHH9eaAtqwZnjLJ7WKd5Q6pj3SpzVSaOqTEudQZNS2MqyYpzk8nAKoetSOZKeRwcTMM++LgC25F5nixyh5flEY4dMPNG62Ao78N\/FnTz9uwCtx421VvUiuoR59E8e07\/V96ZDJ7nsz2xw7TnThVD0qQF62DWnao3oapHeFxTfUL\/iVe1F6nHUtG\/TzIU7ydrPpeidJfzTrWmHmeKTh5fGYrFN9o7rxpG5J6wASAlIgBKAAAAA5qy\/ew5D+U7X2V0fP8+gGX72HIfyna+yuj5\/lkQAFYSAAAJSIlAAAKgAJAACsAAAAAAqpoZVE19osZtFY57psqiCJElAx7tEiMgsY9YKpUT1omPRMgiEhYx6x63Zj1gPIssYp28\/0JZF4YTXHhURO1j1x0bzwyCMOSlmJEjqZ6kWeMdmPWPW7eYNp3wB5K3ebPEM+Sm92Ofqm48fV6JIrTB4tpjDLUms8Z6piyqT6QZWCP0ZWT84zf\/xWpwzVmMeSzenGe0OnCSAjpiYeO49nnd067RfrqmzNLPa8o+rG9RvIjFOGrhXV+C0pJWLoh0hCSTOg7J5iIeU46w7Vu6iUHCHBPFVUtEqr3VJUp9oi8eYhm81VvojYEbYJjem4pGYs6k9ZcX+IQXSV7V8Ix60lyxmzdNW7pulq6+iVKtdurzOlcmXsOWwM+IzR\/wAVU5\/dyWDaF7ZIi2eKTtQpHlEpEJdEqkc3ZneTDtvjNnCKy2kbv8scbvHmzwUh73+abLYjg2dptH\/e7HpT12ZM8HYjWHjCXujVKYnsz1ZDy\/7sftV\/RKgb3lCI4O1iuGnf6q\/pdKapZkjvksyqhnyiCcJLodL8UsvKwjcHbHIPOTyce1X9Vde6NEsBZ63WFO\/vOIvwNmsBksHbHD99XqHpUir6yh8z1vXERzWXddLemao2SeQ9oVLy\/NZdh0pu2UrAs2drFQfabdqv6q690BXMitg7PaX+8PiijVsHaxR7v8\/7XY9KeS0LU7MqP8Y+KTUx+u9Hu\/tdh0qRUXXUKP8AiwqjvXTuPNNUjesnCYmOqEQ863ybdKWYdxVvVUlfdGn2hI5ntYtgq7xVi3861SNPyZbQnjO01vTjx3qEm4SQQ7jolUvhErh2WADIkAEoAAAACYDmTL97DkP5TtfZXR8\/z6Af2gfYciPKdr7K6Pn+WRASgrCSIEoAAAAAAQAAkqAArAAAAAAk1VKNo+pNj1VwYmQpWYh9j1puaU0nme7u\/md6sbtE1s8Z7ZrTcjha8yFpJGQMh826k8YMe7puYh9j1puSwrZkSx5CW+BJshEZBEiRRDtYDyO1jCSEkRSEkRNGeMCSFFm8eGwJQ+DJkQsamO1LcmKkEcGZWOWEjg+WPD1FrUitqhCsjjBtjvvc9ZWB68H83jyRLN5tjNpq\/AGy1Cj1JN7sRh8ZSch4+r0SR5N3HytTTna1Es6ko+oW8vMU5JtX8Y4SXw66CqSvrS\/6ey6qv3Hcw7eRDpy4k3CS8tfsGz5JZVLgi28o+SZ15E0P9mR6qHqkjmqjrPXkPvg5VinGgMueo+2zly41i1DlXUfWETg3lnUFGawlr7Cm8Kr4K9SNVqGeZ1I7cS8O01B030HFG9U9A4OwaoNU1jO6Xuiv5ZHrh4uVplbDLobIN1y0KoGnOoj3qRT6upu3DTmrhUurINRwdpsh9wK9KkUetJYyrJBn3+r0pZ+VwUct9CNYfeDX3RUq21ltU72Eaw8Ya+6KqA6QyoFs8U9ZfV3KJOAuF\/RJK+9K6sRefSbH99N1UPVG62\/65k92Ty\/e6SH+1\/lFSWRT2Z63h3jzZ2r9LEATSyODlvFZDolS2srDsmx\/fUA16VUrWso15D1ZMRDz94KllZUq2eP0b10z2edphL0qX\/ygU\/a92MqP71cOjFWbvOq1L\/e7XpUj116tjLMo9n+7JBX1qX8ox9iyOMqyl2n2+w6VIrI6lt5pt5MVDWDNntGPdTrjwTVgcqWWTDyHqzfcz\/YUgwX9EqdV1lJb5MppxSLPlOc4lf8AimqqXwjlSxb9bN7rxnrEnikPRJEv1D6V3zN5rjPZ3Wnb+CVBr9mS2Msypd59kJIei0XujZTIkiBKRASgA9AmIQVHNWX72HIfyna+yuj5\/n0Ay\/ew5D+U7X2V0fP8IpQAVhIAAAAAAAAAAVgAAAAAAASHN6yJsDSBeZpbvGZj7ksag0cZElRoiMxreEebmGXN1ia8eM9s1pua1aFD4OW8aNaSWeQ\/gALw6j1Jse0GEkI15DmkxMxyxm8wrg3uOrZm81OYZkcK9NzH4wwstJmQqFng9bh3eKbmqLLYwlhasw0Rxjs2BFYx6KODGeMGVZbWVPKrMfxRhFnjx4etoiWQbVE0q8mGmMePNX7gYWQRwbtwzLQp5HqS38XKvluuzjxgDyBHawiSgbXII4yJLAsLWwdJyH3gr0SRoqPWksWwCHxlPSHj6vRJGTcul0to7m9Xzx4ZBpDvDYGkOzZmWR1M4T672Y+OgXnPNXJVaPZnkkawZs+VmFSrA9puufnBSvXJqjd59byDxnyqPuPWpFHtKDeM5aQl+dOFelLbycJ7PFWSDPvD3qRp7uYweI8YVOtTdc5Ospp\/4ytEPMZZ7XFO+f8AVfyiqkS1bEdc38POdR\/xSqjouE6Qqz5yZF1Lu\/3FL3HrVUvepHOiOpnQt9g8iPXP2nP6D8V\/KOdb4C4LdHnzsj3fKHUQ1XcG1NPn5kzSDPl9ncuk\/Q+73RVVvyzz9IThn+7G7VD1RvdBzG8PJarCo5jaK6cJQUQ37ddcKr0voiorSRR+ZFQM+92q\/rbr3p5LAeybR7T7fYe1JHrph5nhpMNOdR6vqtL7olsGwf6Y6PdvNnav0l3HgktL7oCxmlbM4fKlqCo3mz753yHpVVUkjSY+ld5+WO4iOT5odS34pJVUrq0KvN+FoUhLw+q4pwx9LwqvrVSxaOrBnaRlS1xXTN5qGtMWHgmrC66W9CTrXJ2mMZZPHtP3Y4dIetvfellnP+SpMPM0uGf2g66JJX3SpfZlEpEASEoAKgAAOasv3sOQ\/lO19ldHz\/PoBl+9hyH8p2vsro+f4RAAVhJKCIASgAAAAAACsAAAAAJQAAkqoo3uzdbaGhohtdnq3VYqMhaQz2d4V+WrXqPzeKvA8izPlbPaBnjnhMY92BkFpLmZ6olExUSzxjssWEh2fLNoC1LVVtcIZBHZzIO2eDd4M8qwSSookSywWWCIeLghOtLfxcq6Q67OPGC1onrS38XKqd7W48YAhRJiEAbhFdaC1snZb5pyDP7XV6JIp+DW6kli2LvMHEyDP7XV6JIyaynPU6O23YLXVdYwLOj4mHePP2m3VXKPRtC3yZwaM+SuLgvrLRRzPLUfEc1iFV\/W\/wAo5Fss2SoHf2ur0SRGnRulduP+S6mlHw7yxyYq55t7WQuMR6Iqp2XhTyP+HuoO+n\/wimpba\/4c1000sf8AMudAZCbN5MWmyDP7IV6VIqmoZJ5vhkOb5wV6UvDICZ\/SFUDzmsB71I5\/WWxks48YVLVUpTdyuDJ2kuq0wz5Pm\/3pXSKxYFg211D93+9KviUdUCDpWrNcyI6XwfJanVQX\/wB18U5quXmLOlaYRxmRdWHetTtV\/ZSj6TZ4yrKfZ\/aDXpQNwt0R+kJx4g1xHoibKgWwdJ2P06z2BtSDV951XheiNeteefSbMd6uEkPVGbtuZbjyxyx+Xd9cN2Ik0P4RJ9oulKjT8ntHGWhR\/N2t6u48FdXRm7Mof52VA8Z\/syAmF0PCqtbpL1qqRr8s8\/RXScfEM+u9Tt79fuKRm6TmMHZ7aBL8o3sYDEedS+EElH6nDu5h2z1pvBN3S7fuyvbSwMl9ng6emJflGaH6\/pdF70rSReZnp5uzebRJ3vokki9bHI3B2T1B90NfWukiovbJVX1SoO9pCMfeaVvWqvtR00scS2OVVvb3wd9QDr0qSqSqXRHaqK2MaN3fOm9+ZbgAJSQiJQAAACLmrL97DkP5TtfZXRwId95fvYch\/Kdr7K6OBAAAKwkiAAAlIiUAAAqAAAAAkAAAAAKKNgoP9YW5r98bBQS3zhCrdqx\/V5wVcWXW7xnveca2VoBj3Zj1lj1u1jyIo4x2BsEHqbTGG97Zh3hrVzqjdoZXM+Daam7C1LH1Y8Z52NfviW554FkdbCVya5JSVY8qweQuWJ60t\/Fyr3e1uPGCy4TrS38XK1kdrceMAeMLLESyx5FlgNgg1tUcF4WFwOM5H+10vdFFUxtZ1BYA8wcS48f90kZNZdhpdLbac9zovKPjd\/lbt3bzksRcetVOX4+id58TIc3dSCq\/RHVSzzPGtvDRayh2bynnBzqdZa612j4a\/Brf4e5D7396kVTObXtnJy1ldTye4\/vqX97\/ACin5xbW\/RIHbhwvh1BkJ6nVlYfdCXSnOkcidC5CXXauJfmrBr0qvwjnW+PRcFgK2MqGYZ94e9NERN1ya+u1QPPs\/wB6V+iB0hRH\/RdXH3+16VqU1Sf62U\/94NelLmoP\/o5tA+\/2v\/FKZpNH52Q\/j7XpSoyFtKP0m1B4wl0SRt9vzF2y3bMKGZcnolhu7vhnSqqipqFsfZNqjw\/uixMo17g7QY95+4qKjPS4bRetVSA5gtYnt8lprh4z2drqLfwSRYFJrYyz2uGfgkPVFVNI3GSzc3CzeYwdmVoFRvNnw+r+dvQkpqrPnJaFH06z2eMukDrqz1n8yK4afZCS\/olTn+xaz15MURIWuPOVVOkgh6JU6Gsi1yWmIj95wDpADWaeW6rfw6p3LZbJZ4syp953ukh6LRHCtEM3kxiO9Y9Vf0R1rkwTGMohxEc1kFfdErhbYAJIpQAAAAHNWX72HIfyna+yuj5\/n0Ay\/ew5D+U7X2V0cCFRECUARAlAERKAEgAAAAFQABIAAAAAc33xMiseRElCr13xKisY8yDRHGAY92seunkdbxhkFoE8mZ\/9Qk2a+NlWW1RuVpgnnOz1pPKkZ8sCsMqRLamYrOUyZBZbGYcCVYiIViYC4IRbqS38XKvluuzjxgsCjVvm83NJqxn1WcAa+ssEUSa5PVcgZCmOu5c1BTGZ\/wAQUzTyPVZuXXZvD75Khj4jnTi4Mmr6nR2e7Dq3QETWHUk8jtnMTESY+nme9uoXFOTHJdAWXfM2bQ4cfL7O6qJholpDPM9mVH07zpxf9KUfLF4W\/wAlDvGlLxGM1hrer+qSKFkcZrHjB9NQ+Nv7nVWRdqdntqFR\/Z\/RNXSpzUitqh0hk99R8k+1CX51j0P9rde9OZD1Be2T3slYPOasEvelcorFgWOLYOiK4ed7+6VK1vgOmrPf+i60j7\/a\/wDFKVohbd32U\/8AeDXpS5aT1PIjrDvqp2vStSlKI\/Xen2n2u16UqM3aOjjLTagac6l7gyuV3MfSbUDRnyp\/ceaYJJJdLe+iMhHM2cxlH65sDWfVfr+Ca6VXojFR1HvLbLY8I81Vg1b46XcdpS4VX1qoGqUzSu9uzKoLXKk1XFN1YKmu2vHauiVV80lelC1ZW3zekKRZ7O6uiysra2ZnWFWR9OU3qtIwTe4gW6HBXXbfVHN8d1YqFu0KsrvCg4dnD5BtPvOUOp\/WPSqmv0RUm9urI933xcelN7RR\/wADDfB\/sKfv3Hpf5pRSS3KydKrpWyyiWf6WKopHnUBJ4fzqRkMmWsMHVm9x5s87wHhTyI1hvbqyh7XGezumCWI8FxvqlRavEbllltuMhtgxCU4w8ErpfinirrBYiJb7Ga4z2d1pyIysiUAFVQAB65qy\/ew5D+U7X2V0cCHfeX72HIfyna+yujgQIgAAAAAAAlAACSoACsJAACoAAkAAKuakSUiJQlAbXRCLPO2ubOaoZBpMYMk8uWNOZneO8Yz2cyq1N0e82N3hStEaqJt8jQJ0+FYH6PWfI5cx8jQbxm0cO8W1NZRqRnzs9e+TvwLIkmZDLHraPGZj5BbGOysKQiAWWIQLGoJbqT\/EGJrdHqt\/DmQs32Rx4wRV513b+LgaoTEJMBkKe67NzqrJEpvfJbHT\/erh0v6Jqcq0912bndX9n7Gs9+9QVG82eMj1UPOqqpfCVI3LUq\/ymrSGdB2m1g8ZtMThZC4Q4rSpJJEUfJTFeVZD07MS+bGDpwkgu44K5SKvtzpuvKwqGQeM6RnXWc5B0vsKqvCqlgZheYuPZzEQ6w7pwkhp0LrjSXFToxrbW1W0w9N5pj66h2jqMb5wVicO+XVvXnG4pJIqq51T+ILQtuZs2doTfW9XjGCVxf6VJEq\/W8Ia0dXdVdb4nS0d828g2Qecok36vrX917o5fjljqW1hHM+SJZ\/EPP2m4arr+iVdHNSyIZFwUFjGdiNUS\/OnFw39Ul70qRZ5gywKsmN7eThHtGe0Sch71X4RWlMxrzCYt5tDorA6wRWweQx951fq\/wDXmiqrJ0cZabT7P7QN1yiZLeHRFn9gHKIJhnae+8FeK9aqafYXqdQyFcvNnpiPVX86BYESjg2loFdconX6tNxH8UrrX+1S9aYWcqRnR9jjiIh3nV602QdP37jtMIkqqkkl53SiEns8We0\/ziCz6\/ceNqpJJJKlX5RLzM9J1w8ZfsLA0Yh3FLSpK+tSV9KWpFE2uzDOpKepeo2fKm7pD1pirOI39r\/mPJSeDqSJj6Q5RndLD+CVN2m2e8+oXFOc1cBJ2Bk9\/PDJ7tQpHmrfHN\/RfyjnlWSLwyHZ752VBTjzZ5OI6JX+aULULPM9QyER+7HCqHolboio6Fj1s8ZPce8\/dj9VAsuvfn5k90PaLtT+meoT\/wAFxXuvSlP2WLfQ5WERzVwxfetui1cnCSZ1I0qiwyYd6vU7dVdh3F2l\/Xqg9X3ZFMZ4syp93yjD3HotEbUVLk4PHjOJqCkZjb4J\/s\/af6ui2jKAAKgAAOasv3sOQ\/lO19ldHAh33l+9hyH8p2vsro4ECIAAAAAAAAAAkAAAAAAAAAAKqFzb\/qZukqPZzGIaOzyXJstBddgMJUNB729cxeKbmvqsy1q31yJ\/iCv7kDVFkdbMrmf\/AFPKsz1s2UDWlY0zTSj3jxpi8WLk3uP60twK0Rh3nOzLckwZLytwRLIgQuwiJH\/uTIogWBZvsjghtI2tuTWb7I4PJaPtcf50DVARXx60QMhT3XZuXK6h882Iudm1mtmCGnXSSS0UY\/V4VUpmE67NzoZVbM+TK3l+TurRsAvoEldFmdW90SvhTJq+r2WpY+JydaweYf6OpPAOn6VxcYbHrJdqSV7rimul4E9di0O8h9UeNMK4dT8Z2ruplaeyhLSGcS3l2ddYbNmFuHC90qlGXvBJK6LvBK+uverEVjjxnMS0fmdpq+f4zh0Eklb3S3vBcL4U5GjnX5f7S3i\/U3q03XLQpDGM9lbpdEVe0wexlgWsPPnZUHi\/uir45bqs48XPp4RdV5WyOZ7J7J4jvfomqXxTk+QeYNodYZbmpxNm8RzWIV\/4px1U7zBtALalqDryvLPaHaU3TjqTYaJdw4Q\/rupcGTXYbUjy2On3dSUi5asIy9f6fgtElovWmnrRtBw9k9L07UmFay7lvjs4YFJW5SvWF7pbq9vbrFXOmueF465LGsMWs3o+2OHd0e7xTjOGB075LglUrq9Sukta90BVNe2e2wV5VkxVzykZPESb9VfijN1ZZvaRR9ER9nVN0i6dOHWvyzhDtvajIRNN2Vw9oTeIeYps4jJd1cN9ErraSTC6aq3SXGq49LuV14YwtoUDZVi6wxrxs5kHV0\/xGOSxTN2klMJKpJaLS6VKL0Wi4XiboDZbLbMa83kVhjKddNXDVu1Xb92VveC\/rtRomV1ZBam73ah3n0hJu4iunDGc\/Mhd6FbhVUvMq3qRessjZvZXE7xXmFjG9dT7qWf3F011S9dKtfNJah63jij7R6Vh6wsn3uVhsFCz7rASC690kzx7VXC3ui4JV1hfBXoHOFBWA22Q9Qt5d5ZfJ6q4SX4r4pZ9rFidqkxVmd4ehpPDum6XajUZam8mWkpdeHaPHcphI+UXcOG86m2SVdJXqbZjsvG6PSm9ztD5PcrAQ25+XaK43W7Z+5g2Ev8Ak\/lbi1zubqjlNJyq23EuCSumCt7faVK+uu4kW05MtB2qUfaxT8u8oWTat8QqxXcaLglUj1W6WJ2kfpjqh3D0i6dMHT\/Ht3Gi43Smix7PJvptpH1zTcvO49ripZBgvLNmrq9SvVWrVXRK3XBJaXjb0vXKEkqD3px7upIiMz\/WEQ6wEguxbaFVJqkqleq3V8lxqSN0twyum0IevJY5ZvXmEqiIeU66a5ziFcP4VJW9SMKkjWFldQw9XPIh01cNX6S7e\/4664ozVlrOyum6s+Ycu1cuNEhiM7JOuFSdJKpJaLS6VJr6U1W0KBpum5bNEO81hq4dIL6e91TRYVVXRJXSqul0WluroKOwNTh7bo+rofrBabEX6Hjf9dKWUc62Q1VvksRwn7Xsyl2ssh93q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alt='which of the following represents the receivables turnover ratio?' width='402px'\/><\/a><\/p>\n<p><h2>High Ratios<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"256px\" alt=\"which of the following represents the receivables turnover ratio?\"\/><\/p>\n<p><p>Once you know how old your outstanding invoices are, you can work on it accordingly to increase revenue from them or also make a note of those who haven&#8217;t paid yet for further follow-ups. Morgan Payments helped tackle  Atlas\u2019 escrow-DDA dilemma with sustainable finance solutions. Take self-paced courses to master the fundamentals of finance and connect with like-minded individuals. Ask a question about your financial situation providing as much detail as possible. Our mission is to empower readers with the most factual and reliable financial information possible to help them make informed decisions for their individual needs. Our goal is to deliver the most understandable and comprehensive explanations of financial topics using simple writing complemented by helpful graphics and animation videos.<\/p>\n<\/p>\n<ul>\n<li>11 Financial may only transact business in those states in which it is registered, or qualifies for an exemption or exclusion from registration requirements.<\/li>\n<li>But suppose, if its credit terms are 30 days or less, then an average collection period of 60.83 days would certainly be worrisome for the company.<\/li>\n<li>Receivable turnover ratio indicates how many times, on average, account receivables are collected during a year (sales divided by the average of accounts receivables).<\/li>\n<li>An efficient company has a higher accounts receivable turnover ratio while an inefficient company has a lower ratio.<\/li>\n<li>Ask a question about your financial situation providing as much detail as possible.<\/li>\n<li>This is important because it directly correlates to how much cash a company may have on hand in addition to how much cash it may expect to receive in the short-term.<\/li>\n<\/ul>\n<p><h2>Table of Contents<\/h2>\n<\/p>\n<p><p>In some ways the receivables turnover ratio can be viewed as a liquidity ratio as well. Companies are more liquid the faster they can covert their receivables into cash. This way you will decrease the number of outstanding invoices in your books resulting in an increased receivable turnover ratio. Some companies use total sales instead of net sales when calculating their turnover ratio.<\/p>\n<\/p>\n<p><h2>Discover Wealth Management Solutions Near You<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"which of the following represents the receivables turnover ratio?\"\/><\/p>\n<p><p>In other words, the company converted its receivables to cash 11.76 times that year. A company could compare several years to ascertain whether 11.76 is an improvement or an indication of a slower collection process. The two components of the formula of receivables turnover ratio are \u201cnet credit sales\u201d and  \u201caverage trade receivables\u201d.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='560' height='316' src='https:\/\/www.youtube.com\/embed\/exybPxa33-Y' frameborder='0' alt='which of the following represents the receivables turnover ratio?' allowfullscreen><\/iframe><\/div>\n<\/p>\n<ul>\n<li>To analyze how efficient the company has been in collecting its receivables during this period, it can compare this ratio with its competing entities as well as the past years\u2019 ratio of its own.<\/li>\n<li>This can inflate the results, making the company\u2019s collection efficiency appear better than it actually is.<\/li>\n<li>A company can improve its ratio calculation by being more conscious of who it offers credit sales to in addition to deploying internal resources towards the collection of outstanding debts.<\/li>\n<li>It\u2019s essential to compare a company\u2019s ratio with industry benchmarks for accurate assessment.<\/li>\n<li>The receivable turnover ratio (debtors turnover ratio, accounts receivable turnover ratio) indicates the velocity of a company&#8217;s debt collection, the number of times average receivables are turned over during a year.<\/li>\n<\/ul>\n<p><p>However, in examination problems, the examiners often don\u2019t provide a separate breakdown of cash and credit sales. In that case, students should use the total sales number as the numerator, assuming all the sales are credit sales. Contact us to explore how these receivables solutions can support your growth strategy. For example, a ratio of 8 means you typically collect your average receivables eight times per <a href=\"https:\/\/www.google.com\/search?q=bookkeeping\">bookkeeping<\/a> year, or about every 45 days.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"which of the following represents the receivables turnover ratio?\"\/><\/p>\n<p><h2>Accounts Receivable Turnover Ratio<\/h2>\n<\/p>\n<ul>\n<li>Since the receivables turnover ratio measures a business\u2019 ability to efficiently collect its\u00a0receivables, it only makes sense that a higher ratio would be more favorable.<\/li>\n<li>These entities likely have periods with high receivables along with a low turnover ratio and periods when the receivables are fewer and can be more easily managed and collected.<\/li>\n<li>The receivables turnover ratio can be found out by dividing the net credit sales by the average accounts receivable.<\/li>\n<li>This means the shop collects its average accounts receivable eight times over the course of the year, indicating a high degree of efficiency for its credit and collection processes.<\/li>\n<li>Therefore, when evaluating this ratio, it\u2019s crucial to understand how it was calculated.<\/li>\n<\/ul>\n<p><p>When evaluating an externally-calculated ratio, ensure you understand how the ratio was calculated. The receivables turnover ratio is just like any other metric that tries to gauge the efficiency of a business in that it comes with certain limitations that are important for any investor to consider. A high ratio indicates that a company is efficient in collecting its receivables, suggesting good liquidity and effective credit management. Firstly, some companies might use total sales instead of net sales when calculating the ratio.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"which of the following represents the receivables turnover ratio?\"\/><\/p>\n<p><h2>Which of these is most important for your financial advisor to have?<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"which of the following represents the receivables turnover ratio?\"\/><\/p>\n<p><p>Finance Strategists has an advertising relationship with some of the companies <a href=\"https:\/\/www.linkedin.com\/posts\/bookstime_managing-a-veterinary-practice-means-juggling-activity-7270453835473596416-MI-Z\/\">Bookkeeping for Veterinarians<\/a> included on this website. We may earn a commission when you click on a link or make a purchase through the links on our site. All of our content is based on objective analysis, and the opinions are our own.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>If the company had a 30-day payment policy for its customers, the average accounts receivable turnover shows that, on average, customers are paying one day late. While the receivables turnover ratio is a useful indicator of a company\u2019s efficiency in collecting credit sales, it has some limitations that investors should be aware of. The accounts&#8230;<\/p>\n","protected":false},"author":5,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_kad_post_transparent":"","_kad_post_title":"","_kad_post_layout":"","_kad_post_sidebar_id":"","_kad_post_content_style":"","_kad_post_vertical_padding":"","_kad_post_feature":"","_kad_post_feature_position":"","_kad_post_header":false,"_kad_post_footer":false,"footnotes":""},"categories":[54],"tags":[],"class_list":["post-2151","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/posts\/2151","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/users\/5"}],"replies":[{"embeddable":true,"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/comments?post=2151"}],"version-history":[{"count":1,"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/posts\/2151\/revisions"}],"predecessor-version":[{"id":2152,"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/posts\/2151\/revisions\/2152"}],"wp:attachment":[{"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/media?parent=2151"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/categories?post=2151"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/villaverdecompany.com\/los-delfines\/wp-json\/wp\/v2\/tags?post=2151"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}