{"version":"1.0","provider_name":"IRST","provider_url":"https:\/\/irst.world\/home","author_name":"INSTITUTION OF RESEARCH SCIENCE AND TECHNOLOGY","author_url":"https:\/\/irst.world\/home\/author\/amaravatiworld\/","title":"debt to asset ratio definition & formula 5 - IRST","type":"rich","width":600,"height":338,"html":"<blockquote class=\"wp-embedded-content\"><a href=\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/\">debt to asset ratio definition &#038; formula 5<\/a><\/blockquote>\n<script type='text\/javascript'>\n<!--\/\/--><![CDATA[\/\/><!--\n\t\t\/*! This file is auto-generated *\/\n\t\t!function(d,l){\"use strict\";var e=!1,n=!1;if(l.querySelector)if(d.addEventListener)e=!0;if(d.wp=d.wp||{},!d.wp.receiveEmbedMessage)if(d.wp.receiveEmbedMessage=function(e){var t=e.data;if(t)if(t.secret||t.message||t.value)if(!\/[^a-zA-Z0-9]\/.test(t.secret)){for(var r,i,a,s=l.querySelectorAll('iframe[data-secret=\"'+t.secret+'\"]'),n=l.querySelectorAll('blockquote[data-secret=\"'+t.secret+'\"]'),o=new RegExp(\"^https?:$\",\"i\"),c=0;c<n.length;c++)n[c].style.display=\"none\";for(c=0;c<s.length;c++)if(r=s[c],e.source===r.contentWindow){if(r.removeAttribute(\"style\"),\"height\"===t.message){if(1e3<(a=parseInt(t.value,10)))a=1e3;else if(~~a<200)a=200;r.height=a}if(\"link\"===t.message)if(i=l.createElement(\"a\"),a=l.createElement(\"a\"),i.href=r.getAttribute(\"src\"),a.href=t.value,o.test(a.protocol))if(a.host===i.host)if(l.activeElement===r)d.top.location.href=t.value}}},e)d.addEventListener(\"message\",d.wp.receiveEmbedMessage,!1),l.addEventListener(\"DOMContentLoaded\",t,!1),d.addEventListener(\"load\",t,!1);function t(){if(!n){n=!0;for(var e,t,r=-1!==navigator.appVersion.indexOf(\"MSIE 10\"),i=!!navigator.userAgent.match(\/Trident.*rv:11\\.\/),a=l.querySelectorAll(\"iframe.wp-embedded-content\"),s=0;s<a.length;s++){if(!(e=a[s]).getAttribute(\"data-secret\"))t=Math.random().toString(36).substr(2,10),e.src+=\"#?secret=\"+t,e.setAttribute(\"data-secret\",t);if(r||i)(t=e.cloneNode(!0)).removeAttribute(\"security\"),e.parentNode.replaceChild(t,e)}}}}(window,document);\n\/\/--><!]]>\n<\/script><iframe sandbox=\"allow-scripts\" security=\"restricted\" src=\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/embed\/\" width=\"600\" height=\"338\" title=\"&#8220;debt to asset ratio definition &#038; formula 5&#8221; &#8212; IRST\" frameborder=\"0\" marginwidth=\"0\" marginheight=\"0\" scrolling=\"no\" class=\"wp-embedded-content\"><\/iframe>","description":"Debt To Assets Ratio, Meaning, Formula, Examples While it has its limitations, it can be very useful as long as it is used critically as part of a broader analysis. Companies that have taken on too much debt, and in turn have high debt to asset ratios, may find themselves weighed down by the burden 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"}