{"id":19248,"date":"2026-06-10T14:16:23","date_gmt":"2026-06-10T14:16:23","guid":{"rendered":"https:\/\/brazill.com\/?page_id=19248"},"modified":"2026-06-10T14:16:23","modified_gmt":"2026-06-10T14:16:23","slug":"gfo-university-pricing-toolkit","status":"publish","type":"page","link":"https:\/\/www.brazill.com\/index.php\/gfo-university-pricing-toolkit\/","title":{"rendered":"GFO University Pricing Toolkit"},"content":{"rendered":"<div class=\"fusion-fullwidth fullwidth-box fusion-builder-row-1 nonhundred-percent-fullwidth non-hundred-percent-height-scrolling\" style=\"--awb-border-radius-top-left:0px;--awb-border-radius-top-right:0px;--awb-border-radius-bottom-right:0px;--awb-border-radius-bottom-left:0px;--awb-flex-wrap:wrap;\" ><div class=\"fusion-builder-row fusion-row\"><div class=\"fusion-layout-column fusion_builder_column fusion-builder-column-0 fusion_builder_column_1_1 1_1 fusion-one-full fusion-column-first fusion-column-last\" style=\"--awb-bg-size:cover;\"><div class=\"fusion-column-wrapper fusion-flex-column-wrapper-legacy\"><!DOCTYPE html>\n<html lang=\"en\">\n<head>\n<meta charset=\"UTF-8\">\n<meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\">\n<title>GFO Pricing Toolkit<\/title>\n<style>\n:root{--navy:#1E2D6B;--red:#B01E28;--green:#187838;--gold:#B8860B;--cream:#F5F0E8;--ink:#222;--gray:#6a6a6a;--line:#dcdcdc;}\n*{box-sizing:border-box;}\nbody{margin:0;font-family:Arial,Helvetica,sans-serif;color:var(--ink);background:#eef0f4;}\n.wrap{max-width:680px;margin:0 auto;background:#fff;min-height:100vh;box-shadow:0 0 30px rgba(0,0,0,.08);}\nheader{background:var(--navy);color:#fff;padding:18px 22px;display:flex;align-items:center;gap:14px;}\nheader img{width:46px;height:46px;border-radius:6px;}\nheader h1{font-size:19px;margin:0;}\nheader p{margin:3px 0 0;font-size:12px;color:#c9d2ea;}\n.tabs{display:flex;border-bottom:2px solid var(--line);background:#fff;position:sticky;top:0;z-index:5;}\n.tab{flex:1;padding:13px 6px;border:none;background:#fff;font-size:12.5px;font-weight:bold;color:var(--gray);cursor:pointer;border-bottom:3px solid transparent;}\n.tab.active{color:var(--navy);border-bottom-color:var(--red);}\n.panel{display:none;padding:22px;}\n.panel.active{display:block;}\n.panel h2{font-size:16px;color:var(--navy);margin:0 0 4px;}\n.panel .sub{font-size:12.5px;color:var(--gray);margin:0 0 16px;line-height:1.5;}\nlabel{display:block;font-size:12.5px;font-weight:bold;color:var(--ink);margin:13px 0 5px;}\ninput,select{width:100%;padding:11px 12px;font-size:16px;border:1px solid var(--line);border-radius:7px;font-family:inherit;background:#fff;}\ninput:focus,select:focus{outline:none;border-color:var(--navy);box-shadow:0 0 0 2px rgba(30,45,107,.12);}\n.seg{display:flex;gap:8px;margin-bottom:2px;}\n.seg button{flex:1;padding:9px;font-size:12.5px;font-weight:bold;border:1px solid var(--line);background:#fff;color:var(--gray);border-radius:7px;cursor:pointer;}\n.seg button.on{background:var(--navy);color:#fff;border-color:var(--navy);}\n.results{margin-top:20px;background:var(--cream);border-radius:10px;padding:8px 18px;}\n.row{display:flex;justify-content:space-between;align-items:baseline;padding:9px 0;border-bottom:1px solid #e6ddcf;}\n.row:last-child{border-bottom:none;}\n.row .k{font-size:13px;color:var(--gray);}\n.row .v{font-size:17px;font-weight:bold;color:var(--navy);}\n.row.big{padding:11px 0;}\n.row.big .v{font-size:25px;color:var(--green);}\n.note{margin-top:15px;font-size:12px;color:#3a3a3a;line-height:1.55;background:#f3f6ff;border-left:3px solid var(--navy);padding:11px 13px;border-radius:4px;}\nfooter{padding:16px 22px 26px;font-size:11px;color:var(--gray);text-align:center;line-height:1.5;}\n<\/style>\n<\/head>\n<body>\n<div class=\"wrap\">\n<header><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"GFO\"><div><h1>GFO Pricing Toolkit<\/h1><p>Quick math for quoting \u2014 markup, margin & price by the foot<\/p><\/div><\/header>\n<div class=\"tabs\">\n<button class=\"tab active\" data-p=\"p1\">Markup & Margin<\/button>\n<button class=\"tab\" data-p=\"p2\">Price by the Foot<\/button>\n<button class=\"tab\" data-p=\"p3\">List \u00d7 Multiplier<\/button>\n<\/div>\n\n<div class=\"panel active\" id=\"p1\">\n<h2>Markup & Margin<\/h2>\n<p class=\"sub\">Type a cost and either a markup or a margin \u2014 see the sell price and both percentages.<\/p>\n<div class=\"seg\"><button id=\"m_markup\" class=\"on\">By markup %<\/button><button id=\"m_margin\">By margin %<\/button><\/div>\n<label>Cost ($)<\/label><input id=\"c1_cost\" type=\"number\" inputmode=\"decimal\" value=\"100\">\n<label id=\"c1_pctlabel\">Markup %<\/label><input id=\"c1_pct\" type=\"number\" inputmode=\"decimal\" value=\"25\">\n<div class=\"results\">\n<div class=\"row big\"><span class=\"k\">Sell price<\/span><span class=\"v\" id=\"r1_sell\">$0.00<\/span><\/div>\n<div class=\"row\"><span class=\"k\">Profit<\/span><span class=\"v\" id=\"r1_profit\">$0.00<\/span><\/div>\n<div class=\"row\"><span class=\"k\">Markup<\/span><span class=\"v\" id=\"r1_markup\">0%<\/span><\/div>\n<div class=\"row\"><span class=\"k\">Margin<\/span><span class=\"v\" id=\"r1_margin\">0%<\/span><\/div>\n<\/div>\n<div class=\"note\"><b>Markup is on cost; margin is on the sell price \u2014 they are not the same.<\/b> A 25% markup is only a 20% margin. Quote on the one your pricing is built around, and never confuse the two.<\/div>\n<\/div>\n\n<div class=\"panel\" id=\"p2\">\n<h2>Price by the Foot<\/h2>\n<p class=\"sub\">Wire and cable are often priced per 1,000 ft (M) or per 100 ft (C). Get the real cost without a 10\u00d7 error.<\/p>\n<label>Price ($)<\/label><input id=\"c2_price\" type=\"number\" inputmode=\"decimal\" value=\"185\">\n<label>Priced per<\/label>\n<select id=\"c2_unit\"><option value=\"1000\">1,000 ft  (M \/ MFT)<\/option><option value=\"100\">100 ft  (C)<\/option><option value=\"1\">foot \/ each<\/option><\/select>\n<label>Length needed (feet)<\/label><input id=\"c2_len\" type=\"number\" inputmode=\"decimal\" value=\"250\">\n<div class=\"results\">\n<div class=\"row big\"><span class=\"k\">Total cost<\/span><span class=\"v\" id=\"r2_total\">$0.00<\/span><\/div>\n<div class=\"row\"><span class=\"k\">Cost per foot<\/span><span class=\"v\" id=\"r2_perft\">$0.00<\/span><\/div>\n<\/div>\n<div class=\"note\"><b>Check the unit before you quote.<\/b> A per-M price quoted as \u201ceach\u201d is a 1,000\u00d7 mistake. M = per 1,000 ft, C = per 100 ft.<\/div>\n<\/div>\n\n<div class=\"panel\" id=\"p3\">\n<h2>List \u00d7 Multiplier \u2192 Sell<\/h2>\n<p class=\"sub\">Enter a list price, your cost multiplier, and a markup to see your cost and sell price.<\/p>\n<label>List price ($)<\/label><input id=\"c3_list\" type=\"number\" inputmode=\"decimal\" value=\"100\">\n<label>Cost multiplier (e.g., 0.55)<\/label><input id=\"c3_mult\" type=\"number\" inputmode=\"decimal\" value=\"0.55\">\n<label>Markup % to sell<\/label><input id=\"c3_markup\" type=\"number\" inputmode=\"decimal\" value=\"20\">\n<div class=\"results\">\n<div class=\"row\"><span class=\"k\">Your cost (list \u00d7 multiplier)<\/span><span class=\"v\" id=\"r3_cost\">$0.00<\/span><\/div>\n<div class=\"row big\"><span class=\"k\">Sell price<\/span><span class=\"v\" id=\"r3_sell\">$0.00<\/span><\/div>\n<div class=\"row\"><span class=\"k\">Margin<\/span><span class=\"v\" id=\"r3_margin\">0%<\/span><\/div>\n<\/div>\n<div class=\"note\">Distributors often buy at list \u00d7 a multiplier. Enter your multiplier and markup to see the chain from list to cost to sell. Your numbers stay on your screen \u2014 nothing is saved or sent.<\/div>\n<\/div>\n\n<footer>GFO University \u00b7 Brazill Brothers & Associates<br>A training tool \u2014 always verify against your live pricing.<\/footer>\n<\/div>\n<script>\nfunction money(n){ if(!isFinite(n)) n=0; return '$'+n.toLocaleString('en-US',{minimumFractionDigits:2,maximumFractionDigits:2}); }\nfunction pct(n){ if(!isFinite(n)) n=0; return n.toLocaleString('en-US',{maximumFractionDigits:1})+'%'; }\nfunction num(id){ var v=parseFloat(document.getElementById(id).value); return isNaN(v)?0:v; }\ndocument.querySelectorAll('.tab').forEach(function(t){\n  t.addEventListener('click',function(){\n    document.querySelectorAll('.tab').forEach(function(x){x.classList.remove('active');});\n    document.querySelectorAll('.panel').forEach(function(x){x.classList.remove('active');});\n    t.classList.add('active'); document.getElementById(t.dataset.p).classList.add('active');\n  });\n});\nvar mode1='markup';\nfunction setMode(m){ mode1=m;\n  document.getElementById('m_markup').classList.toggle('on', m==='markup');\n  document.getElementById('m_margin').classList.toggle('on', m==='margin');\n  document.getElementById('c1_pctlabel').textContent = (m==='markup'?'Markup %':'Margin %');\n  calc1();\n}\ndocument.getElementById('m_markup').addEventListener('click',function(){setMode('markup');});\ndocument.getElementById('m_margin').addEventListener('click',function(){setMode('margin');});\nfunction calc1(){\n  var cost=num('c1_cost'), p=num('c1_pct'), sell=0;\n  if(mode1==='markup'){ sell=cost*(1+p\/100); }\n  else { var m=Math.min(p,99.9); sell = cost\/(1-m\/100); }\n  var profit=sell-cost, markup=cost>0?profit\/cost*100:0, margin=sell>0?profit\/sell*100:0;\n  document.getElementById('r1_sell').textContent=money(sell);\n  document.getElementById('r1_profit').textContent=money(profit);\n  document.getElementById('r1_markup').textContent=pct(markup);\n  document.getElementById('r1_margin').textContent=pct(margin);\n}\n['c1_cost','c1_pct'].forEach(function(id){document.getElementById(id).addEventListener('input',calc1);});\nfunction calc2(){\n  var price=num('c2_price'), per=parseFloat(document.getElementById('c2_unit').value)||1, len=num('c2_len');\n  var perft=price\/per, total=perft*len;\n  document.getElementById('r2_total').textContent=money(total);\n  document.getElementById('r2_perft').textContent=money(perft);\n}\n['c2_price','c2_unit','c2_len'].forEach(function(id){document.getElementById(id).addEventListener('input',calc2);});\nfunction calc3(){\n  var list=num('c3_list'), mult=num('c3_mult'), mk=num('c3_markup');\n  var cost=list*mult, sell=cost*(1+mk\/100), margin=sell>0?(sell-cost)\/sell*100:0;\n  document.getElementById('r3_cost').textContent=money(cost);\n  document.getElementById('r3_sell').textContent=money(sell);\n  document.getElementById('r3_margin').textContent=pct(margin);\n}\n['c3_list','c3_mult','c3_markup'].forEach(function(id){document.getElementById(id).addEventListener('input',calc3);});\ncalc1(); calc2(); calc3();\n<\/script>\n<\/body>\n<\/html><div class=\"fusion-clearfix\"><\/div><\/div><\/div><\/div><\/div>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":4,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_exactmetrics_skip_tracking":false,"footnotes":""},"class_list":["post-19248","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/www.brazill.com\/index.php\/wp-json\/wp\/v2\/pages\/19248","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.brazill.com\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.brazill.com\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.brazill.com\/index.php\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/www.brazill.com\/index.php\/wp-json\/wp\/v2\/comments?post=19248"}],"version-history":[{"count":4,"href":"https:\/\/www.brazill.com\/index.php\/wp-json\/wp\/v2\/pages\/19248\/revisions"}],"predecessor-version":[{"id":19553,"href":"https:\/\/www.brazill.com\/index.php\/wp-json\/wp\/v2\/pages\/19248\/revisions\/19553"}],"wp:attachment":[{"href":"https:\/\/www.brazill.com\/index.php\/wp-json\/wp\/v2\/media?parent=19248"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}