{"id":1274,"date":"2018-02-26T09:56:51","date_gmt":"2018-02-26T14:56:51","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1274"},"modified":"2018-02-26T09:56:51","modified_gmt":"2018-02-26T14:56:51","slug":"lincoln-national-lncnys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/26\/lincoln-national-lncnys-fundamental-valuation-report\/","title":{"rendered":"Lincoln National (LNC: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> Lincoln National<\/strong><\/span> $78.02 (USD) Close Price as of<span style=\"margin-left:20px\"> 23\/02\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Lincoln National<\/strong>, (LNC:NYS) is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&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\">Lincoln National<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">LNC:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Financial Services:Insurance-Life<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$78.02 (USD)&nbsp;23\/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;\">$80.51 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">LNC:NYS is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 3.2% 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;$90.50 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$72.71 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$66.14 (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: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                    Lincoln National 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 LNC:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$34.04 (USD)<\/strong> for <strong>LNC: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>LNC: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>$34.04<\/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>15.56<\/td>\n<td>$36.99<\/td>\n<td><\/td>\n<td>$31.53<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$32.05<\/td>\n<td><\/td>\n<td>$36.38<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.40<\/td>\n<td><\/td>\n<td>$36.88<\/td>\n<td><\/td>\n<td>$31.21<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>1,699,406,357<\/td>\n<td><\/td>\n<td>$32.34<\/td>\n<td><\/td>\n<td>$35.75<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>$34.04<\/td>\n<td><\/td>\n<td>$34.04<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>$34.04<\/td>\n<td><\/td>\n<td>$34.04<\/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>$66.14 (USD)<\/strong> for <strong>LNC:NYS<\/strong>. We also generated a valuation of <strong>$88.90 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Aflac (AFL:NYS), Principal Financial Group (PFG:NAS), Prudential Financial (PRU:NYS), Torchmark (TMK:NYS) and Unum (UNM: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 LNC: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>$9.22 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$74.80 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$60.86 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$5.28 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$6.11 (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>$105.12 (USD)<\/span><\/td>\n<td><span>-0.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$103.43 (USD)<\/span><\/td>\n<td><span>-53.9<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$88.14 (USD)<\/span><\/td>\n<td><span>4.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$32.00 (USD)<\/span><\/td>\n<td><span>-37.1<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>($23.62) (USD)<\/span><\/td>\n<td><span>-93.2<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">LNC: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;\">AFL:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">PFG:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">PRU:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">TMK:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">UNM:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">11.96<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>11.40<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">12.87<\/td>\n<td align=\"center\" style=\"width:100px;\">7.92<\/td>\n<td align=\"center\" style=\"width:100px;\">6.04<\/td>\n<td align=\"center\" style=\"width:100px;\">18.46<\/td>\n<td align=\"center\" style=\"width:100px;\">11.73<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">1.03<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>1.38<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.57<\/td>\n<td align=\"center\" style=\"width:100px;\">1.41<\/td>\n<td align=\"center\" style=\"width:100px;\">0.84<\/td>\n<td align=\"center\" style=\"width:100px;\">1.91<\/td>\n<td align=\"center\" style=\"width:100px;\">1.18<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">1.27<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>1.45<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.61<\/td>\n<td align=\"center\" style=\"width:100px;\">1.30<\/td>\n<td align=\"center\" style=\"width:100px;\">0.79<\/td>\n<td align=\"center\" style=\"width:100px;\">2.52<\/td>\n<td align=\"center\" style=\"width:100px;\">1.03<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">14.59<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>6.06<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">5.51<\/td>\n<td align=\"center\" style=\"width:100px;\">4.37<\/td>\n<td align=\"center\" style=\"width:100px;\">3.50<\/td>\n<td align=\"center\" style=\"width:100px;\">6.78<\/td>\n<td align=\"center\" style=\"width:100px;\">10.14<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>0.00<\/span><\/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<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;$64.88 (USD)<\/strong> for <strong>LNC: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 LNC: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>$9.22 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$74.80 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$60.86 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$5.28 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$6.11 (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>$99.38 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$69.36 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$67.58 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$42.99 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$45.12 (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>10.78<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>0.93<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>1.11<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>8.14<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>7.38<\/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;LNC:NYS<\/strong> for the last 10 years was <strong>&nbsp;0.92<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;LNC:NYS<\/strong> and generated a book value of <strong>&nbsp;$79.43 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$72.71 (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>LNC:NYS<\/strong>. The 2 analysts have a concensus valuation for <strong>LNC:NYS<\/strong> for 2018 of <strong>$90.50 (USD)<\/strong>.<\/p>\n<h4>LNC:NYS Lincoln National<\/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=''>3<\/td>\n<td class=''>0<\/td>\n<td class=''>0<\/td>\n<td class=''>5.0000<\/td>\n<td class=''>Buy<\/td>\n<td class=''>2018-2-22<\/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>8.09<\/td>\n<td>8.60<\/td>\n<td>9.45<\/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>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>14,854.00<\/td>\n<td>15,340.00<\/td>\n<td>15,761.00<\/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>90.50<\/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><\/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>1,731.00<\/td>\n<td>1,841.00<\/td>\n<td>1,896.00<\/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><\/td>\n<td><\/td>\n<td><\/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><\/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 (LNC: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>78.02<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>77.03 &#8211; 78.06<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>63.23 &#8211; 85.91<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>77.28<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>816231\/1.09M<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>17.13B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>11.96<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>1.32\/0.02<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>9.22<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>219.54M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>2.51<\/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%;\">Lincoln National Corp offers individual and group insurance, retirement, and investment products in the United States and the United Kingdom. It distributes its products through independent and company-employed agents, and banks.<\/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. 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Patchell Brook Equity Analytics Inc. does not claim that all information or opinions presented 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 or recommendations provided by third parties through links to other websites or otherwise made available through this website are solely those of the third party and not of Patchell Brook Equity Analytics Inc.<br \/>\n            Patchell Brook Equity Analytics Inc. makes all reasonable efforts to ensure it receives information from sources it deems reliable, fair, and accurate.  Information provided by Patchell Brook Equity Analytics Inc. and information provided by those other sources on this website is not subject to any guarantee as to its accuracy or completeness or as to its currency. Neither Patchell Brook Equity Analytics Inc. nor any third party owner, licensor or supplier of information used or made available through this website, including market data, quotation information and databases, and including news, articles, text, graphs, audio clips, video clips, broadcasts and seminars (&#8220;Data&#8221;) makes or is liable for any representation, warranty or condition, whether express or implied, concerning the Data or the use thereof including, without limitation, that (i) the Data will meet your needs, or that the Data will be available for use at any particular time or for any particular purpose or will be error free, or (ii) the Data is up-to-date, accurate, in sequence, reliable, complete or suitable for any purpose. Further, Patchell Brook Equity Analytics Inc. disclaims any implied warranty of merchantability or non-infringement.<br \/>\n            Database Information provided by Morningstar is copyrighted &copy; 2016 Morningstar. All Rights Reserved. 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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\/26\/lincoln-national-lncnys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Lincoln National (LNC:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/26\/lincoln-national-lncnys-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":[12,1667,1666,10,29,30,8,9,1664,1665,1669,1668,1671,1670,1673,1672,33,1675,1674,6],"class_list":["post-1274","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-afl","tag-aflac","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-fundamental-analysis","tag-intrinsic-value","tag-lincoln-national","tag-lnc","tag-pfg","tag-principal-financial-group","tag-pru","tag-prudential-financial","tag-tmk","tag-torchmark","tag-undervalued","tag-unm","tag-unum","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-ky","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1274","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=1274"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1274\/revisions"}],"predecessor-version":[{"id":1303,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1274\/revisions\/1303"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1274"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1274"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1274"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}