{"id":1083,"date":"2018-02-20T08:43:17","date_gmt":"2018-02-20T13:43:17","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1083"},"modified":"2018-02-20T08:43:17","modified_gmt":"2018-02-20T13:43:17","slug":"caterpillar-catnys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/20\/caterpillar-catnys-fundamental-valuation-report\/","title":{"rendered":"Caterpillar (CAT:NYS) 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> Caterpillar<\/strong><\/span> $156.29 (USD) Close Price as of<span style=\"margin-left:20px\"> 16\/02\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Caterpillar<\/strong>, (CAT:NYS) is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/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\">Caterpillar<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">CAT:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Industrials:Farm &#038; Construction Machinery<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$156.29 (USD)&nbsp;16\/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;\">$169.00 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">CAT:NYS is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 8.1% 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;$181.80 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Discounted Cash Flow:&nbsp;$169.67 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$129.27 (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                    Caterpillar 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 CAT:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$169.67 (USD)<\/strong> for <strong>CAT:NYS<\/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>CAT:NYS<\/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>$169.67<\/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>8.25<\/td>\n<td>$224.96<\/td>\n<td><\/td>\n<td>$132.09<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$135.89<\/td>\n<td><\/td>\n<td>$219.34<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.40<\/td>\n<td><\/td>\n<td>$187.21<\/td>\n<td><\/td>\n<td>$152.14<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>12,782,300,000<\/td>\n<td><\/td>\n<td>$158.61<\/td>\n<td><\/td>\n<td>$180.74<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-864,600,000<\/td>\n<td><\/td>\n<td>$168.90<\/td>\n<td><\/td>\n<td>$170.45<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>37,110,000,000<\/td>\n<td><\/td>\n<td>$172.78<\/td>\n<td><\/td>\n<td>$166.57<\/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>$129.27 (USD)<\/strong> for <strong>CAT:NYS<\/strong>. We also generated a valuation of <strong>$127.53 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Deere (DE:NYS)\n            <\/p>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company CAT:NYS<\/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>$1.26 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$22.92 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$75.86 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$9.51 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$13.58 (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>$31.96 (USD)<\/span><\/td>\n<td><span>20.3<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$131.35 (USD)<\/span><\/td>\n<td><span>71.1<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$139.74 (USD)<\/span><\/td>\n<td><span>21.3<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$236.93 (USD)<\/span><\/td>\n<td><span>-96.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$177.09 (USD)<\/span><\/td>\n<td><span>16.2<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">CAT:NYS<\/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;\">DE:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">124.04<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>25.37<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">25.37<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">6.82<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>5.73<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">5.73<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">2.06<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>1.84<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.84<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">16.43<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>24.90<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">24.90<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">14.75<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>17.33<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">17.33<\/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;$92.80 (USD)<\/strong> for <strong>CAT:NYS<\/strong><\/p>\n<div id=\"multiplesTables\" class=\"rgTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company CAT:NYS<\/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>$1.26 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$22.92 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$75.86 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$9.51 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$13.58 (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>$40.78 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$72.89 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$86.86 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$74.79 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$188.67 (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>32.36<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>3.18<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>1.15<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>7.86<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>13.90<\/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;CAT:NYS<\/strong> for the last 10 years was <strong>&nbsp;3.25<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;CAT:NYS<\/strong> and generated a book value of <strong>&nbsp;$22.92 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$74.58 (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 5 analysts that provide a valuation for <strong>CAT:NYS<\/strong>. The 5 analysts have a concensus valuation for <strong>CAT:NYS<\/strong> for 2018 of <strong>$181.80 (USD)<\/strong>.<\/p>\n<h4>CAT:NYS Caterpillar<\/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=''>4<\/td>\n<td class=''>2<\/td>\n<td class=''>0<\/td>\n<td class=''>4.0000<\/td>\n<td class=''>Outperform<\/td>\n<td class=''>2018-2-15<\/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>2018<\/td>\n<td>2019<\/td>\n<td>2020<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EPS<\/td>\n<td>8.65<\/td>\n<td>10.32<\/td>\n<td>11.55<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>6<\/td>\n<td>5<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>49,213.00<\/td>\n<td>53,237.40<\/td>\n<td>57,651.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>5<\/td>\n<td>4<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>181.80<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>12.02<\/td>\n<td>12.24<\/td>\n<td>12.83<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>9,703.40<\/td>\n<td>11,563.80<\/td>\n<td>12,410.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>5,148.80<\/td>\n<td>6,038.60<\/td>\n<td>6,960.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>-13,985.30<\/td>\n<td>-15,817.50<\/td>\n<td>-10,201.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td>25.33<\/td>\n<td>24.00<\/td>\n<td>23.80<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td>1,633.10<\/td>\n<td>2,090.30<\/td>\n<td>1,430.00<\/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 (CAT:NYS 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>156.29<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>156.09 &#8211; 161.00<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>91.39 &#8211; 170.89<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>160.13<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>5.96M\/3.57M<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>92.98B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>124.04<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>3.12\/0.02<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>1.26<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>594.93M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.75<\/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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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%;\">Caterpillar Inc caters to the farming industry in the United States. It manufactures construction &#038; mining equipment, diesel &#038; natural gas engines, industrial gas turbines and diesel-electric locomotives.<\/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. Website Disclaimer:<\/strong><br \/>\n            <strong>(for any or all of www.patchellbrook.com, www.stockcalc.com or www.eqyst.com which may be referred to as &#8220;website&#8221;, &#8220;the website&#8221; , &#8220;this website&#8221;, &#8220;its website&#8221; or &#8221; Patchell Brook Equity Analytics Inc. website&#8221; in this website disclaimer)<\/strong><br \/>\n            Entering this website constitutes a legal and valid electronic signature and hence, represents evidence of your express consent to be bound by the terms and conditions of this legal disclaimer. If you disagree with any part of this disclaimer, or are unclear as to the meaning of any part of this legal disclaimer, entering this website is strictly prohibited. By agreeing to enter this website, both authorized and unauthorized users waive their right to later pursue any form of legal action in any jurisdiction for any loss, harm, or damage, however caused, resulting from accessing this website<\/p>\n<h4>Investment Decisions:<\/h4>\n<p>            Persons accessing this website are strongly encouraged to obtain appropriate professional advice before making any investment or financial decision as the website and all of its contents may not be considered as grounds for an investment or other decision.<\/p>\n<h4>As Is:<\/h4>\n<p>            The contents of this website are provided on an &ldquo;as is&rdquo; or &ldquo;as available&rdquo; basis with all faults and may not be current in all cases. The information on this website is subject to continuous change, and Patchell Brook Equity Analytics Inc. assumes no responsibility to update or amend such information. 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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\/20\/caterpillar-catnys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Caterpillar (CAT:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/20\/caterpillar-catnys-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":[12,121,120,10,29,119,118,30,8,9,33,6],"class_list":["post-1083","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-cat","tag-caterpillar","tag-comps","tag-dcf","tag-de","tag-deere","tag-discounted-cash-flow","tag-fundamental-analysis","tag-intrinsic-value","tag-undervalued","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-ht","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1083","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=1083"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1083\/revisions"}],"predecessor-version":[{"id":1137,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1083\/revisions\/1137"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1083"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1083"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1083"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}