{"id":1411,"date":"2018-03-05T13:35:22","date_gmt":"2018-03-05T18:35:22","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1411"},"modified":"2018-03-05T13:35:22","modified_gmt":"2018-03-05T18:35:22","slug":"anworth-mortgage-asset-anhnys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/05\/anworth-mortgage-asset-anhnys-fundamental-valuation-report\/","title":{"rendered":"Anworth Mortgage Asset (ANH: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> Anworth Mortgage Asset<\/strong><\/span> $4.57 (USD) Close Price as of<span style=\"margin-left:20px\"> 01\/03\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Anworth Mortgage Asset<\/strong>, (ANH: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\">Anworth Mortgage Asset<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">ANH:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Real Estate:REIT-Diversified<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$4.57 (USD)&nbsp;01\/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;\">$4.96 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">ANH:NYS is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 8.5% 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;$5.50 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$5.00 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$3.26 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Valuation Methods Analysis<\/td>\n<td class=\"borderBottomSide\">This company is:<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:green;font-weight:800;\">Undervalued<\/span> on a Cash Flow Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Comparable Company Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:red;font-weight:800;\">Overvalued<\/span> on a Comparable Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Asset Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:green;font-weight:800;\">Undervalued<\/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                    Anworth Mortgage Asset 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 ANH:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$5.82 (USD)<\/strong> for <strong>ANH: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>ANH: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>$5.82<\/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>6.27<\/td>\n<td>$7.42<\/td>\n<td><\/td>\n<td>$4.75<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>1.30<\/td>\n<td>$4.85<\/td>\n<td><\/td>\n<td>$7.28<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.31<\/td>\n<td><\/td>\n<td>$6.28<\/td>\n<td><\/td>\n<td>$5.35<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>46,730,646<\/td>\n<td><\/td>\n<td>$5.50<\/td>\n<td><\/td>\n<td>$6.14<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>$5.82<\/td>\n<td><\/td>\n<td>$5.82<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>$5.82<\/td>\n<td><\/td>\n<td>$5.82<\/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>$3.26 (USD)<\/strong> for <strong>ANH:NYS<\/strong>. We also generated a valuation of <strong>$7.10 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Invesco Mortgage Capital (IVR:NYS), AG Mortgage Investment (MITT:NYS), PennyMac Mortgage Inv (PMT:NYS), Redwood Trust (RWT:NYS) and New Senior Investment Gr (SNR: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 ANH: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>$0.47 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$5.94 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$0.67 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$0.87 (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>$7.98 (USD)<\/span><\/td>\n<td><span>-73.1<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$5.57 (USD)<\/span><\/td>\n<td><span>-55.4<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$2.66 (USD)<\/span><\/td>\n<td><span>6.4<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$5.58 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (USD)<\/span><\/td>\n<td><span>-42.9<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">ANH: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;\">IVR:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">MITT:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">PMT:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">RWT:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">SNR:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">9.72<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>16.98<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">5.62<\/td>\n<td align=\"center\" style=\"width:100px;\">4.39<\/td>\n<td align=\"center\" style=\"width:100px;\">11.65<\/td>\n<td align=\"center\" style=\"width:100px;\">9.16<\/td>\n<td align=\"center\" style=\"width:100px;\">54.07<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.77<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>0.94<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.83<\/td>\n<td align=\"center\" style=\"width:100px;\">0.84<\/td>\n<td align=\"center\" style=\"width:100px;\">0.78<\/td>\n<td align=\"center\" style=\"width:100px;\">0.91<\/td>\n<td align=\"center\" style=\"width:100px;\">1.32<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">6.79<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>3.95<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">4.78<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">3.02<\/td>\n<td align=\"center\" style=\"width:100px;\">6.52<\/td>\n<td align=\"center\" style=\"width:100px;\">1.49<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">5.26<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>6.42<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">5.98<\/td>\n<td align=\"center\" style=\"width:100px;\">5.81<\/td>\n<td align=\"center\" style=\"width:100px;\">3.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">10.91<\/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>6.99<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">4.20<\/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;\">9.77<\/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;$11.22 (USD)<\/strong> for <strong>ANH: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 ANH: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>$0.47 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$5.94 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$0.67 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$0.87 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$0.93 (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>$26.00 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$4.73 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$7.97 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$6.17 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (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>55.32<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>0.80<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>11.84<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>7.10<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>0.00<\/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;ANH:NYS<\/strong> for the last 10 years was <strong>&nbsp;0.80<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;ANH:NYS<\/strong> and generated a book value of <strong>&nbsp;$6.21 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$5.00 (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>ANH:NYS<\/strong>. The 1 analysts have a concensus valuation for <strong>ANH:NYS<\/strong> for 2018 of <strong>$5.50 (USD)<\/strong>.<\/p>\n<h4>ANH:NYS Anworth Mortgage Asset<\/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=''>1<\/td>\n<td class=''>0<\/td>\n<td class=''>3.0000<\/td>\n<td class=''>Hold<\/td>\n<td class=''>2018-2-28<\/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>0.54<\/td>\n<td>0.48<\/td>\n<td>0.48<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS 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 Revenue<\/td>\n<td>70.90<\/td>\n<td>66.50<\/td>\n<td>66.80<\/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><\/td>\n<td>5.50<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>0.54<\/td>\n<td>0.48<\/td>\n<td>0.48<\/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>52.50<\/td>\n<td>47.20<\/td>\n<td>47.10<\/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 (ANH: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>4.57<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>4.55 &#8211; 4.63<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>4.56 &#8211; 6.32<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>4.55<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>979191\/733478<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>447.15M<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>9.72<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>0.60\/0.13<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>0.00<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>97.84M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>0.26<\/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%;\">Anworth Mortgage Asset Corp is engaged in the business of investment, financing and management of leveraged portfolio of residential mortgage-backed securities.<\/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\/03\/05\/anworth-mortgage-asset-anhnys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Anworth Mortgage Asset (ANH:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/05\/anworth-mortgage-asset-anhnys-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":[12,1911,1908,1907,10,29,30,8,9,1909,1910,1912,1917,1913,1914,1915,1916,1918,33,6],"class_list":["post-1411","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-ag-mortgage-investment","tag-anh","tag-anworth-mortgage-asset","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-fundamental-analysis","tag-intrinsic-value","tag-invesco-mortgage-capital","tag-ivr","tag-mitt","tag-new-senior-investment-gr","tag-pennymac-mortgage-inv","tag-pmt","tag-redwood-trust","tag-rwt","tag-snr","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-mL","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1411","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=1411"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1411\/revisions"}],"predecessor-version":[{"id":1455,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1411\/revisions\/1455"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1411"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1411"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1411"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}