{"id":1651,"date":"2018-03-13T08:49:44","date_gmt":"2018-03-13T12:49:44","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1651"},"modified":"2018-03-13T08:49:44","modified_gmt":"2018-03-13T12:49:44","slug":"federal-signal-fssnys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/13\/federal-signal-fssnys-fundamental-valuation-report\/","title":{"rendered":"Federal Signal (FSS: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> Federal Signal<\/strong><\/span> $22.22 (USD) Close Price as of<span style=\"margin-left:20px\"> 08\/03\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Federal Signal<\/strong>, (FSS: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\">Federal Signal<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">FSS:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Industrials:Pollution &#038; Treatment Controls<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$22.22 (USD)&nbsp;08\/03\/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;\">$25.71 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">FSS:NYS is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 15.7% using the 3 valuation models shown below.<\/td>\n<\/tr>\n<tr>\n<td>Valuation Models Used<\/td>\n<td class=\"borderside\">Analyst Consensus:&nbsp;$27.00 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Discounted Cash Flow:&nbsp;$20.58 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$32.11 (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                    Federal Signal 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 FSS:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$20.58 (USD)<\/strong> for <strong>FSS: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>FSS: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>$20.58<\/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>9.59<\/td>\n<td>$24.55<\/td>\n<td><\/td>\n<td>$17.66<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$17.98<\/td>\n<td><\/td>\n<td>$24.12<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.34<\/td>\n<td><\/td>\n<td>$22.55<\/td>\n<td><\/td>\n<td>$18.61<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>180,037,955<\/td>\n<td><\/td>\n<td>$19.23<\/td>\n<td><\/td>\n<td>$21.93<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-11,840,000<\/td>\n<td><\/td>\n<td>$20.49<\/td>\n<td><\/td>\n<td>$20.67<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>65,600,000<\/td>\n<td><\/td>\n<td>$20.63<\/td>\n<td><\/td>\n<td>$20.53<\/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>$32.11 (USD)<\/strong> for <strong>FSS:NYS<\/strong>. We also generated a valuation of <strong>$33.86 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Evoqua Water Technologies (AQUA:NYS) and Select Energy Services (WTTR: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 FSS:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>$1.02 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$7.62 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$14.88 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$1.21 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$1.63 (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 (USD)<\/span><\/td>\n<td><span>-68.5<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$58.95 (USD)<\/span><\/td>\n<td><span>-34.1<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$31.40 (USD)<\/span><\/td>\n<td><span>-42.1<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$51.69 (USD)<\/span><\/td>\n<td><span>-74.8<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$37.92 (USD)<\/span><\/td>\n<td><span>-50.8<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">FSS: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;\">AQUA:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">WTTR:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">22.47<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>223.91<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">223.91<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">2.95<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>7.73<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">7.77<\/td>\n<td align=\"center\" style=\"width:100px;\">7.70<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">1.51<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>2.11<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">2.13<\/td>\n<td align=\"center\" style=\"width:100px;\">2.09<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">18.64<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>42.88<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">42.88<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">16.16<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>26.13<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">20.87<\/td>\n<td align=\"center\" style=\"width:100px;\">31.38<\/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;$16.83 (USD)<\/strong> for <strong>FSS: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 FSS:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>$1.02 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$7.62 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$14.88 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$1.21 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$1.63 (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>$15.71 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$18.68 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$17.15 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$16.93 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$15.66 (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>15.40<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>2.45<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>1.15<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>14.05<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>9.62<\/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;FSS:NYS<\/strong> for the last 10 years was <strong>&nbsp;2.37<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;FSS:NYS<\/strong> and generated a book value of <strong>&nbsp;$7.62 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$18.10 (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 1 analysts that provide a valuation for <strong>FSS:NYS<\/strong>. The 1 analysts have a concensus valuation for <strong>FSS:NYS<\/strong> for 2018 of <strong>$27.00 (USD)<\/strong>.<\/p>\n<h4>FSS:NYS Federal Signal<\/h4>\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Buy, Sell, Hold recommendations for this Company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '7'>Analyst Recommendation<\/td>\n<\/tr>\n<td class='forecastrowheader' style='text-align: center;'>Buy<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Hold<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Sell<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Rating<br \/>(of 5)<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Guidance<\/td>\n<td class='forecastrowheader' style='text-align: center;'>As Of<\/td>\n<\/tr>\n<tr>\n<td class=''>1<\/td>\n<td class=''>0<\/td>\n<td class=''>0<\/td>\n<td class=''>5.0000<\/td>\n<td class=''>Buy<\/td>\n<td class=''>2018-3-7<\/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 = '3'>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<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EPS<\/td>\n<td>1.17<\/td>\n<td>1.41<\/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<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>1,053.60<\/td>\n<td>1,129.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>2<\/td>\n<td>2<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>27.00<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>1.77<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>142.30<\/td>\n<td>158.90<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>70.70<\/td>\n<td>85.50<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>166.00<\/td>\n<td>47.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td>26.50<\/td>\n<td>26.50<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/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>15.80<\/td>\n<td>15.20<\/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 (FSS: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>22.22<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>22.22 &#8211; 22.83<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>13.15 &#8211; 23.06<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>22.57<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>335962\/149414<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>1.33B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>22.47<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>0.28\/0.01<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>1.02<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>60M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.44<\/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%;\">Federal Signal Corp designs and manufactures a suite of products and integrated solutions for municipality, industrial and others. The company operates in two segments namely Environmental Solutions Group and Safety and Security Systems Group.<\/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. 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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\/03\/13\/federal-signal-fssnys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Federal Signal (FSS:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/13\/federal-signal-fssnys-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":[12,2414,10,29,30,2413,2411,2412,8,9,2415,33,6,2416],"class_list":["post-1651","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-aqua","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-evoqua-water-technologies","tag-federal-signal","tag-fss","tag-fundamental-analysis","tag-intrinsic-value","tag-select-energy-services","tag-undervalued","tag-valuation","tag-wttr"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-qD","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1651","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=1651"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1651\/revisions"}],"predecessor-version":[{"id":1663,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1651\/revisions\/1663"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1651"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1651"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1651"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}