{"id":966,"date":"2018-02-13T08:55:37","date_gmt":"2018-02-13T13:55:37","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=966"},"modified":"2018-02-13T08:55:37","modified_gmt":"2018-02-13T13:55:37","slug":"credit-acceptance-caccnas-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/13\/credit-acceptance-caccnas-fundamental-valuation-report\/","title":{"rendered":"Credit Acceptance (CACC:NAS) Fundamental Valuation Report"},"content":{"rendered":"<div class=\"ReportPage\">\n<div id=\"generatedReport\" class=\"SSline\">\n<div>\n<p>        <svg style=\"position:fixed;left:-42em;top:2.5em;\" id=\"reportIconPDF\" viewBox=\"0 0 303.62499 85.041997\" preserveAspectRatio=\"xMidYMid meet\">\n            <path class=\"logobg\" d=\"M-0.0000041903,13.029c0-7.1662,5.8625-13.029,13.028-13.029h58.986c7.165,0,13.028,5.8625,13.028,13.029v58.985c0,7.165-5.8625,13.028-13.028,13.028h-58.986c-7.165,0-13.028-5.862-13.028-13.028v-58.985\"><\/path>\n            <path class=\"finger\" d=\"m25.094,52.901c-4.82,0-8.75,3.8976-8.75,8.7188v23.406h17.469v-23.406c0-4.8212-3.9024-8.7188-8.7188-8.7188z\"><\/path>\n            <path class=\"finger\" d=\"m44.937,46.433c-4.8212,0-8.7188,3.8976-8.7188,8.7188v29.875h17.469v-29.875c0-4.8212-3.9338-8.7188-8.75-8.7188z\"><\/path>\n            <path class=\"finger\" d=\"m64.844,25.12c-4.8162,0-8.75,3.9012-8.75,8.7188v51.188h15.906c0.52427,0,1.054-0.03276,1.5625-0.09375v-51.094c0-4.8175-3.8988-8.7188-8.7188-8.7188z\"><\/path>\n        <\/svg><br \/>\n        <a style=\"float: right; top: -20px; position: relative;\" href=\"javascript:void(0);\" onclick=\"printReport();\">Print<\/a>\n    <\/div>\n<div class=\"compMargins\">\n<div style=\"text-align:justify;\">\n            <em><br \/>\n                This Report was generated using the tools available on <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/\">StockCalc.com<\/a>. Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all terms and conditions mentioned in the legal <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/Disclaimer.html\">disclaimer<\/a>.<br \/>\n                To access all of the tools on Stockcalc, including more detailed valuation reports and the models used to generate these valuations, please subscribe for a free 30 day trial of Stockcalc <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/registration.aspx?pc=sc30\">here<\/a>.<br \/>\n            <\/em>\n        <\/div>\n<h3 id=\"topOfPageLink\" style=\"color: #5e9dd3; display: inline-block; width: 25%; padding-left: 0; margin-bottom: 0;\">Valuation Summary:<\/h3>\n<p><span><strong> Credit Acceptance<\/strong><\/span> $312.81 (USD) Close Price as of<span style=\"margin-left:20px\"> 09\/02\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Credit Acceptance<\/strong>, (CACC:NAS) is found to be &nbsp;<span style=\"color:red;font-weight:800;\">Overvalued<\/span>.\n        <\/p>\n<\/p><\/div>\n<div>\n<table id=\"VAPanel\" style=\"margin:0;\">\n<tbody>\n<tr>\n<td class=\"borderBottom\">Company<\/td>\n<td class=\"borderBottomSide\">Credit Acceptance<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">CACC:NAS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Financial Services:Credit Services<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$312.81 (USD)&nbsp;09\/02\/2018<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Weighted Average Valuation<\/td>\n<td class=\"borderside\"><strong style=\"background-color:#5e9dd3; color:white; padding:0.2em;\">$279.35 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">CACC:NAS is found to be &nbsp;<span style=\"color:red;font-weight:800;\">Overvalued<\/span> by 10.7% using the 3 valuation models shown below.<\/td>\n<\/tr>\n<tr>\n<td>Valuation Models Used<\/td>\n<td class=\"borderside\">Analyst Consensus:&nbsp;$331.00 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$240.02 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$203.08 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Valuation Methods Analysis<\/td>\n<td class=\"borderBottomSide\">This company is:<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:green;font-weight:800;\">Undervalued<\/span> on a Cash Flow Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Comparable Company Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:red;font-weight:800;\">Overvalued<\/span> on a Comparable Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Asset Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:red;font-weight:800;\">Overvalued<\/span> on an Asset Valuation basis<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n            <\/p>\n<div class=\"heading-text\">\n<h3>Valuation Details<\/h3>\n<\/p><\/div>\n<div class=\"introGraph\" style=\"border:none;\">\n<h4 style=\"text-align: center;\">\n                    Credit Acceptance Valuations<br \/>\n                <\/h4>\n<div style=\"width:100%;text-align:center;\"><img decoding=\"async\" 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alt=\"Summary chart\" \/><\/div>\n<p style=\"text-align:center;\">&nbsp;We have up to 6 valuation points for each company. Details are at the bottom of the report.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"position:relative\">\n<div class=\"heading-text\">\n<h3>Discounted Cash Flow and Sensitivity Analysis for CACC:NAS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$456.19 (USD)<\/strong> for <strong>CACC:NAS<\/strong><\/p>\n<h4 style=\"display:block;text-align:left;\">Sensitivity Analysis<\/h4>\n<p><span>(showing how changes in the input variables impact the DCF calculation)<\/span><\/p>\n<div style=\"display:block;\" id=\"dcfSenATable\">\n<table>\n<thead>\n<tr>\n<th>CACC:NAS<\/th>\n<th>Current Values<\/th>\n<th colspan=\"2\">Valuation If Dropped *<\/th>\n<th colspan=\"2\">Valuation If Raised *<\/th>\n<\/tr>\n<tr>\n<th>Calculated Value:<\/th>\n<th>$456.19<\/th>\n<th>1%<\/th>\n<th>5%<\/th>\n<th>1%<\/th>\n<th>5%<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>WACC (or Ke)<\/td>\n<td>5.61<\/td>\n<td>$604.17<\/td>\n<td><\/td>\n<td>$357.49<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>0.60<\/td>\n<td>$366.65<\/td>\n<td><\/td>\n<td>$590.39<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.37<\/td>\n<td><\/td>\n<td>$502.22<\/td>\n<td><\/td>\n<td>$410.17<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>922,282,636<\/td>\n<td><\/td>\n<td>$427.22<\/td>\n<td><\/td>\n<td>$485.17<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-5,640,000<\/td>\n<td><\/td>\n<td>$456.02<\/td>\n<td><\/td>\n<td>$456.37<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>2,510,400,000<\/td>\n<td><\/td>\n<td>$462.69<\/td>\n<td><\/td>\n<td>$449.69<\/td>\n<\/tr>\n<\/tbody>\n<\/table><\/div>\n<p style=\"color:red;font-size:smaller;display:block;\">* Changes are absolute: ex WACC from 8% to 7%<\/p>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n<div class=\"heading-text\">\n<h3>Comparables Model<\/h3>\n<\/p><\/div>\n<p>                Using similar companies and price based ratios we generated a valuation of <strong>$203.08 (USD)<\/strong> for <strong>CACC:NAS<\/strong>. We also generated a valuation of <strong>$177.78 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Green Dot (GDOT:NYS), Blackhawk Network Hlds (HAWK:NAS), Nelnet (NNI:NYS), OneMain Holdings (OMF:NYS) and SLM (SLM:NAS)\n            <\/p>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company CACC:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>$24.04 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$70.01 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$54.60 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$28.26 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$0.00 (USD)<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Price Based on Comps<\/th>\n<th align=\"center\" style=\"width:150px;\">Adjustment Factor (%)<\/th>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$539.98 (USD)<\/span><\/td>\n<td><span>-46.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$159.36 (USD)<\/span><\/td>\n<td><span>-5.9<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$141.50 (USD)<\/span><\/td>\n<td><span>24.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$289.28 (USD)<\/span><\/td>\n<td><span>-31.3<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (USD)<\/span><\/td>\n<td><span>-57.5<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">CACC:NAS<\/th>\n<th align=\"center\" style=\"width:125px;\">Ratios Used<\/th>\n<th align=\"center\" style=\"width:100px;\">Average Values<\/th>\n<th align=\"center\" style=\"width:100px;\">GDOT:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">HAWK:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">NNI:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">OMF:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">SLM:NAS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">16.22<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>22.46<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">41.01<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">9.29<\/td>\n<td align=\"center\" style=\"width:100px;\">23.62<\/td>\n<td align=\"center\" style=\"width:100px;\">15.93<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">4.47<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>2.28<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">3.86<\/td>\n<td align=\"center\" style=\"width:100px;\">3.04<\/td>\n<td align=\"center\" style=\"width:100px;\">0.95<\/td>\n<td align=\"center\" style=\"width:100px;\">1.26<\/td>\n<td align=\"center\" style=\"width:100px;\">2.28<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">5.73<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>2.59<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">3.51<\/td>\n<td align=\"center\" style=\"width:100px;\">1.25<\/td>\n<td align=\"center\" style=\"width:100px;\">2.50<\/td>\n<td align=\"center\" style=\"width:100px;\">1.43<\/td>\n<td align=\"center\" style=\"width:100px;\">4.27<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">11.07<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>10.24<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">17.07<\/td>\n<td align=\"center\" style=\"width:100px;\">14.06<\/td>\n<td align=\"center\" style=\"width:100px;\">6.97<\/td>\n<td align=\"center\" style=\"width:100px;\">2.85<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">12.26<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>17.54<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">13.52<\/td>\n<td align=\"center\" style=\"width:100px;\">21.56<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<\/table><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Multiples<\/h3>\n<\/p><\/div>\n<p>            Using a multiples approach we generated a valuation of <strong>&nbsp;$304.87 (USD)<\/strong> for <strong>CACC:NAS<\/strong><\/p>\n<div id=\"multiplesTables\" class=\"rgTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company CACC:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>$24.04 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$70.01 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$54.60 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$28.26 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$32.94 (USD)<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:200px;\">Price Based on Comps<\/th>\n<th align=\"center\" style=\"width:100px;\">Adjustment Factor<\/th>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$330.31 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$288.93 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$269.06 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$279.52 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$356.56 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Ratios<\/th>\n<th align=\"center\" style=\"width:100px;\">Ratio Average<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PE Ratio<\/td>\n<td align=\"center\"><span>13.74<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>4.13<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>4.93<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>9.89<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>10.83<\/span><\/td>\n<\/tr>\n<\/table><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Adjusted Book Value versus Historical Price to Book<\/h3>\n<\/p><\/div>\n<p>                The average the Price to Book ratio for <strong>&nbsp;CACC:NAS<\/strong> for the last 10 years was <strong>&nbsp;4.06<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;CACC:NAS<\/strong> and generated a book value of <strong>&nbsp;$59.05 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$240.02 (USD)<\/strong><\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n<div class=\"heading-text\">\n<h3>Analyst Data<\/h3>\n<\/p><\/div>\n<div style=\"width: 95%; display: block;\">\n<div style=\"width: 45%; float: left;\">\n                    In the Stockcalc database there are 2 analysts that provide a valuation for <strong>CACC:NAS<\/strong>. The 2 analysts have a concensus valuation for <strong>CACC:NAS<\/strong> for 2018 of <strong>$331.00 (USD)<\/strong>.<\/p>\n<h4>CACC:NAS Credit Acceptance<\/h4>\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Buy, Sell, Hold recommendations for this Company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '7'>Analyst Recommendation<\/td>\n<\/tr>\n<td class='forecastrowheader' style='text-align: center;'>Buy<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Hold<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Sell<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Rating<br \/>(of 5)<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Guidance<\/td>\n<td class='forecastrowheader' style='text-align: center;'>As Of<\/td>\n<\/tr>\n<tr>\n<td class=''>1<\/td>\n<td class=''>0<\/td>\n<td class=''>1<\/td>\n<td class=''>3.0000<\/td>\n<td class=''>Hold<\/td>\n<td class=''>2018-2-8<\/td>\n<\/tr>\n<\/table>\n<p style='text-align: left;  font-size: 14px;'>Current Price: not available<\/p>\n<\/div>\n<div style=\"width: 55%; float: right;\">\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Analyst Data available for this company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '4'>Analyst Consensus<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>USD Millions<\/td>\n<td>2017<\/td>\n<td>2018<\/td>\n<td>2019<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EPS<\/td>\n<td>23.95<\/td>\n<td>26.93<\/td>\n<td>29.27<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>2<\/td>\n<td>2<\/td>\n<td>2<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>1,110.00<\/td>\n<td>1,266.90<\/td>\n<td>1,379.30<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td><\/td>\n<td>331.00<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>470.10<\/td>\n<td>524.30<\/td>\n<td>562.40<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td>19.50<\/td>\n<td>23.00<\/td>\n<td>23.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td><\/td>\n<td>16.00<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<\/table><\/div>\n<div style=\"clear: both;\"><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-after:always;\">\n<div>\n<div class=\"headerBackground\">\n<h3>Company Overview (CACC:NAS USD)<\/h3>\n<\/p><\/div>\n<div id=\"coTable\" style=\"display:inline-block; width:95%;\">\n<div style=\"width: 40%; float: left;\">\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td>Price<\/td>\n<td>312.81<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>300.70 &#8211; 315.63<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>185.37 &#8211; 376.18<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>314.76<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>290762\/92760<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>6.04B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>16.22<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>0.00\/0.00<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>16.31<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>19.31M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>0.50<\/td>\n<\/tr>\n<\/table>\n<\/div>\n<div style=\"width: 60%; float: right;\"><img decoding=\"async\" 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\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\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alt=\"Summary chart\" \/>\n                    <\/div>\n<div style=\"clear: both;\"><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"companyDescription\">\n<div class=\"headerBackground\">\n<h3>Detailed Company Description<\/h3>\n<\/p><\/div>\n<p style=\"width:95%;\">Credit Acceptance Corp is a consumer finance company that offers automobile dealers financing programs that enables them to sell vehicles to consumers regardless of their credit history.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Explanation of Valuation Models<\/h3>\n<\/p><\/div>\n<div id=\"ValuationChartMoreInfo\">\n<div style=\"background-color:#FFF;margin:0;overflow:auto;border: 3px solid #000;padding: 0.5em;\">\n                    We have up to 6 valuation points for each company in the database.<br \/>\n                    The <span style=\"font-weight:bold;\">Discounted Cash Flow (DCF)<\/span> valuation is a cash flow model where cash flow projections are discounted back to the present to calculate value per share. DCF is a common valuation technique especially for companies undergoing irregular cash flows such as resource companies (mining, forestry, oil and gas) going though price cycles or smaller companies about to generate cash flow (junior exploration companies, junior pharma, technology firms&#8230;).<br \/>\n                    The <span style=\"font-weight:bold;\">Price Comparables<\/span> valuation is the result of valuing the company we are looking at on the basis of ratios from selected comparable companies: Price to Earnings, Price to Book, Price to Sales, Price to Cash Flow, Enterprise Value (EV) to EBITDA. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    We have included the <span style=\"font-weight:bold;\">Other Comparables<\/span> as a way to value companies that cannot be valued using Earnings based ratios. This technique is very useful for companies still experiencing negative cash flows such as mining exploration firms. We use Cash\/Share, Book Value\/Share, MarketCap, 1 Year Return, NetPPE as the ratios here. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    <span style=\"font-weight:bold;\">Multiples<\/span> are similar to Price comparables where we look at current or historic ratios for the company in question to assess what it should be worth today based on those historic ratios. We use the same 5 ratios as in the price comparables and value the company with its historic averages.<br \/>\n                    With <span style=\"font-weight:bold;\">Adjusted Book Value (ABV)<\/span> we calculate the book value per share for the company based on its balance sheet and multiply that book value per share by its historical price to book ratio to calculate a value per share.<br \/>\n                     If we have <span style=\"font-weight:bold;\">Analyst coverage<\/span> for the company we use the consensus target price here.\n                <\/div>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Notice to User<\/h3>\n<\/p><\/div>\n<p style=\"padding-bottom:25px;\">\n                <em><br \/>\n                    The contents of this report and the Stockcalc website are provided on an &lsquo;&lsquo;<strong>as is<\/strong>&rsquo;&rsquo; or &lsquo;&lsquo;<strong>as available<\/strong>&rsquo;&rsquo; basis with all faults and may not be current in all cases. The information in this report or on the website is subject to continuous change and Patchell Brook Equity Analytics Inc. assumes no responsibility to update or amend such information or that the information will be current. Patchell Brook Equity Analytics Inc. does not claim that all information, calculations or opinions presented in this report or on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions, calculations or recommendations provided by third parties through links to other websites or otherwise made available through this report or website are solely those of the third party and not of Patchell Brook Equity Analytics Inc. Please refer to the Terms of Use on <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com\/\">www.stockcalc.com<\/a> for further information.<br \/>\n                    To access all of the tools on Stockcalc, including more detailed valuation reports and the models used to generate these valuations, please subscribe for a free 30 day trial of Stockcalc <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/registration.aspx?pc=sc30\">here<\/a>.<br \/>\n                <\/em>\n            <\/p>\n<\/p><\/div>\n<\/p><\/div>\n<\/div>\n<\/div>\n<div id=\"blogDisclaimer\">\n<div id=\"termsOfUse\" style=\"display:none;\" class=\"tou\">\n    <svg class=\"close\" viewBox=\"0 0 24 24\" preserveAspectRatio=\"xMidYMid meet\" onclick=\"this.parentNode.style.display='none';this.parentNode.nextElementSibling.style.display='none';\"><circle fill=\"white\" stroke-width=\"2\" stroke=\"black\" r=\"11\" cy=\"12\" cx=\"12\"><\/circle><path d=\"M6.25,6.25,17.75,17.75\" fill=\"none\" stroke-width=\"4\" stroke=\"black\"><\/path><path d=\"M6.25,17.75,17.75,6.25\" fill=\"none\" stroke-width=\"4\" stroke=\"black\"><\/path><\/svg><\/p>\n<div>\n        <strong>Please read this notice carefully: By accessing this website, you acknowledge and agree to the following:<\/strong><br \/>\n        <a href=\"#showText\" onclick=\"this.nextElementSibling.style.display='block';\" id=\"showDisclaimerText\">Show text.<\/a><\/p>\n<div style=\"display:none;\">\n            <a name=\"showText\"><\/a><br \/>\n            <strong>Patchell Brook Equity Analytics Inc. 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THESE LIMITATIONS OF LIABILITY SHALL APPLY REGARDLESS OF THE FORM OF ACTION, WHETHER IN CONTRACT OR TORT, AND SHALL SURVIVE FAILURE OF AN EXCLUSIVE REMEDY.<\/strong><br \/>\n            &copy; 2017 Patchell Brook Equity Analytics Inc.\n        <\/div>\n<\/p><\/div>\n<\/div>\n<div onclick=\"this.style.display='none';this.previousElementSibling.style.display='none';\" id=\"modelBackground\" style=\"display:none;\"><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Print This Report was generated using the tools available on StockCalc.com. Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"more-link\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/13\/credit-acceptance-caccnas-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Credit Acceptance (CACC:NAS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/13\/credit-acceptance-caccnas-fundamental-valuation-report\/\">Read More<i class=\"fa fa-chevron-circle-right\" aria-hidden=\"true\"><\/i><\/a>","protected":false},"author":288,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"jetpack_post_was_ever_published":false,"footnotes":"","jetpack_publicize_message":"","jetpack_publicize_feature_enabled":true,"jetpack_social_post_already_shared":true,"jetpack_social_options":{"image_generator_settings":{"template":"highway","default_image_id":0,"enabled":false},"version":2}},"categories":[3],"tags":[12,920,917,10,916,29,30,8,919,918,921,9,922,923,925,924,56,926,6],"class_list":["post-966","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-blackhawk-network-hlds","tag-cacc","tag-comps","tag-credit-acceptance","tag-dcf","tag-discounted-cash-flow","tag-fundamental-analysis","tag-gdot","tag-green-dot","tag-hawk","tag-intrinsic-value","tag-nelnet","tag-nni","tag-omf","tag-onemain-holdings","tag-overvalued","tag-slm","tag-valuation"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-fA","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/966","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/users\/288"}],"replies":[{"embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/comments?post=966"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/966\/revisions"}],"predecessor-version":[{"id":982,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/966\/revisions\/982"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=966"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=966"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=966"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}