{"id":972,"date":"2018-02-13T09:01:47","date_gmt":"2018-02-13T14:01:47","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=972"},"modified":"2018-02-13T09:01:47","modified_gmt":"2018-02-13T14:01:47","slug":"dover-dovnys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/13\/dover-dovnys-fundamental-valuation-report\/","title":{"rendered":"Dover (DOV: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> Dover<\/strong><\/span> $97.35 (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>Dover<\/strong>, (DOV: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\">Dover<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">DOV:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Industrials:Diversified Industrials<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$97.35 (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;\">$106.26 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">DOV:NYS is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 9.2% 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;$109.25 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Comparables:&nbsp;$117.81 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$74.19 (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:red;font-weight:800;\">Overvalued<\/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:green;font-weight:800;\">Undervalued<\/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                    Dover Valuations<br \/>\n                <\/h4>\n<div style=\"width:100%;text-align:center;\"><img decoding=\"async\" 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\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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 DOV:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$66.22 (USD)<\/strong> for <strong>DOV: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>DOV: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>$66.22<\/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>10.03<\/td>\n<td>$80.78<\/td>\n<td><\/td>\n<td>$55.29<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$56.60<\/td>\n<td><\/td>\n<td>$79.03<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.26<\/td>\n<td><\/td>\n<td>$72.54<\/td>\n<td><\/td>\n<td>$59.90<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>1,649,957,000<\/td>\n<td><\/td>\n<td>$61.17<\/td>\n<td><\/td>\n<td>$71.27<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-185,955,000<\/td>\n<td><\/td>\n<td>$65.69<\/td>\n<td><\/td>\n<td>$66.75<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>3,127,741,000<\/td>\n<td><\/td>\n<td>$67.22<\/td>\n<td><\/td>\n<td>$65.22<\/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>$117.81 (USD)<\/strong> for <strong>DOV:NYS<\/strong>. We also generated a valuation of <strong>$97.55 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Donaldson (DCI:NYS), ITT (ITT:NYS), The Middleby (MIDD:NAS), Parker Hannifin (PH:NYS) and Zebra Technologies (ZBRA: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 DOV: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>$5.15 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$27.45 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$48.23 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$5.03 (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>$303.89 (USD)<\/span><\/td>\n<td><span>-34.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$147.69 (USD)<\/span><\/td>\n<td><span>-33.4<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$106.54 (USD)<\/span><\/td>\n<td><span>-3.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$98.95 (USD)<\/span><\/td>\n<td><span>-29.5<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (USD)<\/span><\/td>\n<td><span>-15.9<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">DOV: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;\">DCI:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">ITT:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">MIDD:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">PH:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">ZBRA:NAS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">22.64<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>59.01<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">26.11<\/td>\n<td align=\"center\" style=\"width:100px;\">22.05<\/td>\n<td align=\"center\" style=\"width:100px;\">24.59<\/td>\n<td align=\"center\" style=\"width:100px;\">27.51<\/td>\n<td align=\"center\" style=\"width:100px;\">194.78<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">3.55<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>5.38<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">6.85<\/td>\n<td align=\"center\" style=\"width:100px;\">2.69<\/td>\n<td align=\"center\" style=\"width:100px;\">5.59<\/td>\n<td align=\"center\" style=\"width:100px;\">4.27<\/td>\n<td align=\"center\" style=\"width:100px;\">7.51<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">2.02<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>2.21<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">2.51<\/td>\n<td align=\"center\" style=\"width:100px;\">1.80<\/td>\n<td align=\"center\" style=\"width:100px;\">3.26<\/td>\n<td align=\"center\" style=\"width:100px;\">1.80<\/td>\n<td align=\"center\" style=\"width:100px;\">1.68<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">19.37<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>19.69<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">22.65<\/td>\n<td align=\"center\" style=\"width:100px;\">16.50<\/td>\n<td align=\"center\" style=\"width:100px;\">23.11<\/td>\n<td align=\"center\" style=\"width:100px;\">17.67<\/td>\n<td align=\"center\" style=\"width:100px;\">18.52<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">12.61<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>14.27<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">14.99<\/td>\n<td align=\"center\" style=\"width:100px;\">11.52<\/td>\n<td align=\"center\" style=\"width:100px;\">15.47<\/td>\n<td align=\"center\" style=\"width:100px;\">13.60<\/td>\n<td align=\"center\" style=\"width:100px;\">15.79<\/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;$80.39 (USD)<\/strong> for <strong>DOV: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 DOV: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>$5.15 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$27.45 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$48.23 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$5.03 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$7.52 (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>$97.13 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$84.56 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$78.41 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$61.58 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$80.27 (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>18.86<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>3.08<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>1.63<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>12.25<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>10.67<\/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;DOV:NYS<\/strong> for the last 10 years was <strong>&nbsp;3.03<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;DOV:NYS<\/strong> and generated a book value of <strong>&nbsp;$24.45 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$74.19 (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 4 analysts that provide a valuation for <strong>DOV:NYS<\/strong>. The 4 analysts have a concensus valuation for <strong>DOV:NYS<\/strong> for 2018 of <strong>$109.25 (USD)<\/strong>.<\/p>\n<h4>DOV:NYS Dover<\/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=''>0<\/td>\n<td class=''>6<\/td>\n<td class=''>0<\/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>4.01<\/td>\n<td>5.21<\/td>\n<td>5.82<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>6<\/td>\n<td>6<\/td>\n<td>5<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>7,833.30<\/td>\n<td>8,054.00<\/td>\n<td>8,488.60<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>6<\/td>\n<td>6<\/td>\n<td>4<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td><\/td>\n<td>109.25<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>6.07<\/td>\n<td>6.90<\/td>\n<td>7.95<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>1,406.50<\/td>\n<td>1,483.80<\/td>\n<td>1,601.90<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>663.80<\/td>\n<td>808.60<\/td>\n<td>928.60<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>154.30<\/td>\n<td>416.60<\/td>\n<td>297.90<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td>24.35<\/td>\n<td>22.68<\/td>\n<td>21.77<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td><\/td>\n<td>15.31<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td>192.60<\/td>\n<td>193.00<\/td>\n<td>216.40<\/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 (DOV: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>97.35<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>94.33 &#8211; 98.49<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>76.34 &#8211; 107.05<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>97.52<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>1.64M\/799088<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>15.17B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>22.64<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>1.88\/0.02<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>3.25<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>155.79M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.33<\/td>\n<\/tr>\n<\/table>\n<\/div>\n<div style=\"width: 60%; float: right;\"><img decoding=\"async\" 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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%;\">Dover Corp is a multi-business operator in North America. It has footprint in engineered systems, energy, fluids and refrigeration and food equipment businesses.<\/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. 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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\/13\/dover-dovnys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Dover (DOV:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/13\/dover-dovnys-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":[12,10,29,954,30,953,952,951,8,9,955,957,958,959,956,33,6,961,960],"class_list":["post-972","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-comps","tag-dcf","tag-dci","tag-discounted-cash-flow","tag-donaldson","tag-dov","tag-dover","tag-fundamental-analysis","tag-intrinsic-value","tag-itt","tag-midd","tag-parker-hannifin","tag-ph","tag-the-middleby","tag-undervalued","tag-valuation","tag-zbra","tag-zebra-technologies"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-fG","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/972","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=972"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/972\/revisions"}],"predecessor-version":[{"id":985,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/972\/revisions\/985"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=972"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=972"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=972"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}