{"id":1318,"date":"2018-02-27T09:07:26","date_gmt":"2018-02-27T14:07:26","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1318"},"modified":"2018-02-27T09:07:27","modified_gmt":"2018-02-27T14:07:27","slug":"relx-relxnys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/27\/relx-relxnys-fundamental-valuation-report\/","title":{"rendered":"RELX (RELX: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> RELX<\/strong><\/span> 15.32 (GBP) \/ $21.40 (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>RELX<\/strong>, (RELX:NYS) is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span>. Use a conversion rate of 1.39680216 from GBP to USD.\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\">RELX<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">RELX:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Consumer Cyclical:Publishing<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">15.32 (GBP) \/ $21.40 (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;\">16.88 (GBP) \/ $23.57 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">RELX:NYS is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 10.2% using the 2 valuation models shown below.<\/td>\n<\/tr>\n<tr>\n<td>Valuation Models Used<\/td>\n<td class=\"borderside\">Analyst Consensus:&nbsp;17.53 (GBP) \/ $24.49 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;15.90 (GBP) \/ $22.20 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\"><\/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:grey;\">Fairly valued<\/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                    RELX 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 RELX:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">39.16 (GBP) \/ $54.70 (USD)<\/strong> for <strong>RELX: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>RELX: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>$39.16<\/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>7.62<\/td>\n<td>$50.72<\/td>\n<td><\/td>\n<td>$31.45<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>2.60<\/td>\n<td>$32.14<\/td>\n<td><\/td>\n<td>$49.68<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.04<\/td>\n<td><\/td>\n<td>$41.64<\/td>\n<td><\/td>\n<td>$36.69<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>2,897,424,000<\/td>\n<td><\/td>\n<td>$36.75<\/td>\n<td><\/td>\n<td>$41.58<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-54,400,000<\/td>\n<td><\/td>\n<td>$39.12<\/td>\n<td><\/td>\n<td>$39.20<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>7,582,299,000<\/td>\n<td><\/td>\n<td>$39.52<\/td>\n<td><\/td>\n<td>$38.81<\/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>7.55 (GBP) \/ $10.54 (USD)<\/strong> for <strong>RELX:NYS<\/strong>. We also generated a valuation of <strong>7.13 (GBP) \/ $9.96 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Pearson (PSO: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 RELX: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>0.82 (GBP) \/ $1.14 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>1.77 (GBP) \/ $2.47 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>3.56 (GBP) \/ $4.98 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>0.89 (GBP) \/ $1.25 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>1.22 (GBP) \/ $1.70 (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>0.00 (GBP) \/ $0.00 (USD)<\/span><\/td>\n<td><span>-9.6<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>2.47 (GBP) \/ $3.46 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>4.29 (GBP) \/ $6.00 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>11.75 (GBP) \/ $16.42 (USD)<\/span><\/td>\n<td><span>-23.1<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>9.88 (GBP) \/ $13.80 (USD)<\/span><\/td>\n<td><span>45.5<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">RELX: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;\">PSO:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">23.98<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">8.51<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>1.40<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.40<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">4.22<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>1.21<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.21<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">16.86<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>13.18<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">13.18<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">8.65<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>10.07<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">10.07<\/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;20.00 (GBP) \/ $27.94 (USD)<\/strong> for <strong>RELX: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 RELX: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>0.82 (GBP) \/ $1.14 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>1.77 (GBP) \/ $2.47 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>3.56 (GBP) \/ $4.98 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>0.89 (GBP) \/ $1.25 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>1.22 (GBP) \/ $1.70 (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>22.05 (GBP) \/ $30.79 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>24.15 (GBP) \/ $33.74 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>16.86 (GBP) \/ $23.55 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>17.46 (GBP) \/ $24.39 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>19.50 (GBP) \/ $27.24 (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>27.05<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>13.67<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>4.73<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>19.58<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>16.00<\/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;RELX:NYS<\/strong> for the last 10 years was <strong>&nbsp;13.54<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;RELX:NYS<\/strong> and generated a book value of <strong>&nbsp;1.17 (GBP) \/ $1.64 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;15.90 (GBP) \/ $22.20 (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>RELX:NYS<\/strong>. The 5 analysts have a concensus valuation for <strong>RELX:NYS<\/strong> for 2018 of <strong>17.53 (GBP) \/ $24.49 (USD)<\/strong>.<\/p>\n<h4>RELX:NYS RELX<\/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=''>4.3333<\/td>\n<td class=''>Outperform<\/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;'>GBP 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>0.83<\/td>\n<td>0.88<\/td>\n<td>0.96<\/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>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>7,543.00<\/td>\n<td>7,810.20<\/td>\n<td>8,015.00<\/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>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>17.53<\/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>1.59<\/td>\n<td>1.68<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>2,574.20<\/td>\n<td>2,667.20<\/td>\n<td>2,824.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>1,616.50<\/td>\n<td>1,711.80<\/td>\n<td>1,796.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>4,669.10<\/td>\n<td>4,220.80<\/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>0.88<\/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>223.60<\/td>\n<td>234.20<\/td>\n<td>236.00<\/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 (RELX: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>21.40<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>21.10 &#8211; 21.41<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>18.92 &#8211; 24.01<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>21.16<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>554596\/126022<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>49.06B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>23.98<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>0.31\/0.02<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>0.82<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>2.29B<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>0.74<\/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%;\">RELX PLC is an information content provider in the United Kingdom. Its published content is used by various organisations such as scientific, technical, and medical.<\/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. 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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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\/27\/relx-relxnys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">RELX (RELX:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/27\/relx-relxnys-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":[12,10,29,30,8,9,92,93,1708,33,6],"class_list":["post-1318","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-fundamental-analysis","tag-intrinsic-value","tag-pearson","tag-pso","tag-relx","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-lg","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1318","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=1318"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1318\/revisions"}],"predecessor-version":[{"id":1327,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1318\/revisions\/1327"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1318"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1318"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1318"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}