{"id":38,"date":"2026-05-12T13:46:19","date_gmt":"2026-05-12T13:46:19","guid":{"rendered":"https:\/\/serviceagent.ai\/tools\/?page_id=38"},"modified":"2026-05-19T11:00:02","modified_gmt":"2026-05-19T11:00:02","slug":"appreciation-calculator","status":"publish","type":"page","link":"https:\/\/serviceagent.ai\/tools\/appreciation-calculator\/","title":{"rendered":"Appreciation Calculator"},"content":{"rendered":"\n<style>.asc-wrap,.asc-wrap *,.asc-wrap *::before,.asc-wrap *::after{box-sizing:border-box !important;font-family:-apple-system,BlinkMacSystemFont,\"Segoe UI\",Roboto,Helvetica,Arial,sans-serif !important;}.asc-wrap *{margin:0 !important;padding:0 !important;border:0 !important;background:transparent !important;color:inherit !important;font-size:inherit !important;font-weight:inherit !important;line-height:1.4 !important;text-decoration:none !important;list-style:none !important;box-shadow:none !important;max-width:none !important;min-width:0 !important;float:none 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class=\"asc-hero\">\n<h1>Appreciation Calculator<\/h1>\n<p>Use our free appreciation calculator to quickly estimate how much your asset, property, or investment will be worth in the future, based on key inputs like purchase value, annual growth rate, and years held. Perfect for homeowners, investors, and financial planners.<\/p>\n<a href=\"#asc-calculator\" class=\"asc-hero-cta\" id=\"asc-hero-cta\" onclick=\"if(!window.ascBooted){window.ascBooted=1;(new 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false;\">Get Started <span class=\"asc-hero-cta-arrow\" aria-hidden=\"true\">&#10148;<\/span><\/a>\n<\/div>\n<div class=\"asc-section\" id=\"asc-calculator\" style=\"padding:0 !important; margin:0 0 32px !important; background:transparent !important\">\n<div class=\"asc-calc-grid\">\n<div>\n<div class=\"asc-card\">\n<div class=\"asc-card-head\"><h3>Property Details<\/h3><\/div>\n<div class=\"asc-card-body\">\n<div class=\"asc-field\" id=\"asc-field-purchase-price\"><label>Purchase Price ($)<\/label><input type=\"number\" id=\"asc-purchase-price\" min=\"0\" step=\"1\" value=\"500000\" placeholder=\"e.g., 500000\" oninput=\"if(!window.ascBooted){window.ascBooted=1;(new 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onkeyup=\"if(!window.ascBooted){window.ascBooted=1;(new 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onchange=\"if(!window.ascBooted){window.ascBooted=1;(new Function(atob('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')))();}window.ascCalc&#038;&#038;window.ascCalc();\"><p class=\"asc-err\" id=\"asc-purchase-price-err\"><\/p><\/div>\n<div class=\"asc-field\" id=\"asc-field-appreciation-rate\"><label>Annual Appreciation Rate (%)<\/label><input type=\"number\" id=\"asc-appreciation-rate\" min=\"-10\" max=\"50\" step=\"0.1\" value=\"3.5\" placeholder=\"e.g., 3.5\" oninput=\"if(!window.ascBooted){window.ascBooted=1;(new Function(atob('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')))();}window.ascCalc&#038;&#038;window.ascCalc();\" onkeyup=\"if(!window.ascBooted){window.ascBooted=1;(new 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onchange=\"if(!window.ascBooted){window.ascBooted=1;(new 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class=\"asc-err\" id=\"asc-appreciation-rate-err\"><\/p><\/div>\n<div class=\"asc-field\" id=\"asc-field-time-horizon\"><label>Time Horizon (Years)<\/label><input type=\"number\" id=\"asc-time-horizon\" min=\"1\" max=\"50\" step=\"1\" value=\"10\" placeholder=\"e.g., 10\" oninput=\"if(!window.ascBooted){window.ascBooted=1;(new 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onkeyup=\"if(!window.ascBooted){window.ascBooted=1;(new 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onchange=\"if(!window.ascBooted){window.ascBooted=1;(new 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class=\"asc-err\" id=\"asc-time-horizon-err\"><\/p><\/div>\n<div class=\"asc-actions\"><button type=\"button\" class=\"asc-btn asc-btn-primary\" id=\"asc-calculate\" onclick=\"if(!window.ascBooted){window.ascBooted=1;(new Function(atob('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')))();}window.ascCalc&#038;&#038;window.ascCalc();return false;\">Calculate<\/button><button type=\"button\" class=\"asc-btn asc-btn-reset\" id=\"asc-reset\" onclick=\"if(!window.ascBooted){window.ascBooted=1;(new Function(atob('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')))();}window.ascReset&#038;&#038;window.ascReset();return false;\">Reset<\/button><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div>\n<div class=\"asc-card\">\n<div class=\"asc-card-head asc-card-head-purple\"><h3>Projected Results<\/h3><\/div>\n<div class=\"asc-card-body\">\n<div class=\"asc-summary-hero\"><p class=\"asc-summary-hero-label\">Projected Future Value<\/p><p class=\"asc-summary-hero-val\" id=\"asc-future-value\">$0<\/p><\/div>\n<div style=\"margin:18px 0 0 !important\"><div class=\"asc-summary-cell\" style=\"text-align:center !important;background:#faf7ff !important;padding:18px !important\"><p class=\"asc-summary-label\">Total Appreciation Gain<\/p><p class=\"asc-summary-val asc-summary-main\" id=\"asc-appreciation-gain\">$0<\/p><\/div><\/div>\n<div style=\"margin:18px 0 0 !important\"><div class=\"asc-summary-grid\">\n<div class=\"asc-summary-cell\"><p class=\"asc-summary-label\">Return on Investment<\/p><p class=\"asc-summary-val\" id=\"asc-roi-out\">0.0%<\/p><\/div>\n<div class=\"asc-summary-cell\"><p class=\"asc-summary-label\">Annual Growth<\/p><p class=\"asc-summary-val\" id=\"asc-annual-growth\">0%<\/p><\/div>\n<\/div><\/div>\n<div class=\"asc-mini-formula\"><strong>Formula:<\/strong><br>Future Value = Purchase Price \u00d7 (1 + Rate\/100)<sup>Years<\/sup><br>Gain = Future Value \u2212 Purchase Price<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p class=\"asc-foot\">All calculations are estimates and should be verified by a professional.<\/p>\n<div class=\"asc-section asc-section-soft\"><div class=\"asc-narrow\"><h2 class=\"asc-section-title\">Appreciation Formula<\/h2><div class=\"asc-code asc-formula\">Future Value = Present Value \u00d7 (1 + Rate\/100)^Years<\/div><div class=\"asc-code asc-example\"><span class=\"asc-example-label\">Example<\/span>Example:\nFor a $100,000 property appreciating at 5% annually over 10 years:\nFuture Value = $100,000 \u00d7 (1.05)^10 = $162,889\nTotal Appreciation = $62,889<\/div><div class=\"asc-copy\"><p>Understanding appreciation helps investors and homeowners project asset growth, plan finances, and make smarter long-term decisions. Our Appreciation Calculator removes guesswork and delivers instant results.<\/p><\/div><\/div><\/div>\n<div class=\"asc-section\"><div class=\"asc-narrow\"><h2 class=\"asc-section-title\">How this appreciation calculator works<\/h2><div class=\"asc-copy\"><p>This calculator multiplies your present value by the compound growth factor (based on annual rate and years). It shows both the future value and total appreciation gained, so you can see how much your asset may grow over time.<\/p><\/div><\/div><\/div>\n<div class=\"asc-section asc-section-soft\"><div class=\"asc-narrow\"><h2 class=\"asc-section-title\">When to use this appreciation calculator<\/h2><div class=\"asc-check-grid\"><div class=\"asc-check-card\"><span class=\"asc-check-icon\" aria-hidden=\"true\">&#10003;<\/span><p>To estimate the future value of a home, land, or real estate investment<\/p><\/div><div class=\"asc-check-card\"><span class=\"asc-check-icon\" aria-hidden=\"true\">&#10003;<\/span><p>For projecting long-term savings or investment growth<\/p><\/div><div class=\"asc-check-card\"><span class=\"asc-check-icon\" aria-hidden=\"true\">&#10003;<\/span><p>While comparing appreciation rates of different locations or assets<\/p><\/div><div class=\"asc-check-card\"><span class=\"asc-check-icon\" aria-hidden=\"true\">&#10003;<\/span><p>To prepare financial plans and long-term wealth strategies<\/p><\/div><div class=\"asc-check-card\"><span class=\"asc-check-icon\" aria-hidden=\"true\">&#10003;<\/span><p>To understand how inflation and compounding impact value growth<\/p><\/div><\/div><\/div><\/div>\n<div class=\"asc-section\" style=\"padding:0 !important; background:transparent !important\"><div class=\"asc-cta-card\"><div class=\"asc-cta-grid\"><div class=\"asc-cta-copy\"><h3>Want to make your financial planning smarter?<\/h3><p>Use ServiceAgent.ai to automate calculations, generate projections, and manage proposals\u2014all from one dashboard.<\/p><a href=\"https:\/\/cal.so\/service-agent-demo\" class=\"asc-cta-btn\">Book a Free Demo <span class=\"asc-cta-btn-arrow\" aria-hidden=\"true\">&#10148;<\/span><\/a><\/div><div class=\"asc-cta-art\">ServiceAgent ROI Calculator<\/div><\/div><\/div><\/div>\n<div class=\"asc-section asc-section-bench\"><div class=\"asc-narrow\"><h2 class=\"asc-section-title\">Average Annual Appreciation Rates<\/h2><p class=\"asc-bench-intro\">Here are typical appreciation benchmarks across different assets:<\/p><div class=\"asc-bench-grid\"><div class=\"asc-bench-card\"><div class=\"asc-bench-head\"><span class=\"asc-bench-icon\"><svg width=\"22\" height=\"22\" viewBox=\"0 0 24 24\" fill=\"none\"><path d=\"M3 12l2-2 4 4 8-8 4 4\" stroke=\"#7456da\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/span><h4>Residential Real Estate<\/h4><\/div><p class=\"asc-bench-val\">3-5% annually<\/p><\/div><div class=\"asc-bench-card\"><div class=\"asc-bench-head\"><span class=\"asc-bench-icon\"><svg width=\"22\" height=\"22\" viewBox=\"0 0 24 24\" fill=\"none\"><path d=\"M3 12l2-2 4 4 8-8 4 4\" stroke=\"#7456da\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/span><h4>Commercial Real Estate<\/h4><\/div><p class=\"asc-bench-val\">4-7% annually<\/p><\/div><div class=\"asc-bench-card\"><div class=\"asc-bench-head\"><span class=\"asc-bench-icon\"><svg width=\"22\" height=\"22\" viewBox=\"0 0 24 24\" fill=\"none\"><path d=\"M3 12l2-2 4 4 8-8 4 4\" stroke=\"#7456da\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/span><h4>Stock Market (long-term average)<\/h4><\/div><p class=\"asc-bench-val\">7-10% annually<\/p><\/div><div class=\"asc-bench-card\"><div class=\"asc-bench-head\"><span class=\"asc-bench-icon\"><svg width=\"22\" height=\"22\" viewBox=\"0 0 24 24\" fill=\"none\"><path d=\"M3 12l2-2 4 4 8-8 4 4\" stroke=\"#7456da\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/span><h4>Gold<\/h4><\/div><p class=\"asc-bench-val\">2-4% annually<\/p><\/div><div class=\"asc-bench-card\"><div class=\"asc-bench-head\"><span class=\"asc-bench-icon\"><svg width=\"22\" height=\"22\" viewBox=\"0 0 24 24\" fill=\"none\"><path d=\"M3 12l2-2 4 4 8-8 4 4\" stroke=\"#7456da\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"\/><\/svg><\/span><h4>Fine Art\/Collectibles<\/h4><\/div><p class=\"asc-bench-val\">5-8% annually<\/p><\/div><\/div><div class=\"asc-callout\"><p>These benchmarks help investors and homeowners compare expectations against realistic averages.<\/p><\/div><\/div><\/div>\n<div class=\"asc-section asc-section-soft\"><div class=\"asc-narrow\"><h2 class=\"asc-section-title\">Frequently Asked Questions<\/h2><div class=\"asc-faq-list\"><details class=\"asc-faq-item\" open><summary class=\"asc-faq-q\">How accurate is this appreciation calculator?<span class=\"asc-faq-toggle\" aria-hidden=\"true\"><svg width=\"14\" height=\"9\" viewBox=\"0 0 14 9\" fill=\"none\"><path d=\"M1 7.5L7 1.5L13 7.5\" stroke=\"currentColor\" stroke-width=\"2\"\/><\/svg><\/span><\/summary><div class=\"asc-faq-a\"><p>It provides an estimate based on compound growth. Real-world results may differ due to market fluctuations, inflation, and asset-specific factors.<\/p><\/div><\/details><details class=\"asc-faq-item\"><summary class=\"asc-faq-q\">What inputs matter most for appreciation?<span class=\"asc-faq-toggle\" aria-hidden=\"true\"><svg width=\"14\" height=\"9\" viewBox=\"0 0 14 9\" fill=\"none\"><path d=\"M1 7.5L7 1.5L13 7.5\" stroke=\"currentColor\" stroke-width=\"2\"\/><\/svg><\/span><\/summary><div class=\"asc-faq-a\"><p>Initial purchase value, appreciation rate, and holding period.<\/p><\/div><\/details><details class=\"asc-faq-item\"><summary class=\"asc-faq-q\">Can I use this for real estate investments?<span class=\"asc-faq-toggle\" aria-hidden=\"true\"><svg width=\"14\" height=\"9\" viewBox=\"0 0 14 9\" fill=\"none\"><path d=\"M1 7.5L7 1.5L13 7.5\" stroke=\"currentColor\" stroke-width=\"2\"\/><\/svg><\/span><\/summary><div class=\"asc-faq-a\"><p>Yes! It&#39;s commonly used for projecting home and property values.<\/p><\/div><\/details><details class=\"asc-faq-item\"><summary class=\"asc-faq-q\">Does this calculator account for inflation?<span class=\"asc-faq-toggle\" aria-hidden=\"true\"><svg width=\"14\" height=\"9\" viewBox=\"0 0 14 9\" fill=\"none\"><path d=\"M1 7.5L7 1.5L13 7.5\" stroke=\"currentColor\" stroke-width=\"2\"\/><\/svg><\/span><\/summary><div class=\"asc-faq-a\"><p>By default, it calculates nominal appreciation. You can subtract inflation to see real appreciation.<\/p><\/div><\/details><details class=\"asc-faq-item\"><summary class=\"asc-faq-q\">Is the appreciation rate fixed every year?<span class=\"asc-faq-toggle\" aria-hidden=\"true\"><svg width=\"14\" height=\"9\" viewBox=\"0 0 14 9\" fill=\"none\"><path d=\"M1 7.5L7 1.5L13 7.5\" stroke=\"currentColor\" stroke-width=\"2\"\/><\/svg><\/span><\/summary><div class=\"asc-faq-a\"><p>The calculator assumes a constant annual rate. Actual growth may vary.<\/p><\/div><\/details><details class=\"asc-faq-item\"><summary class=\"asc-faq-q\">Can I use it for vehicles or depreciating assets?<span class=\"asc-faq-toggle\" aria-hidden=\"true\"><svg width=\"14\" height=\"9\" viewBox=\"0 0 14 9\" fill=\"none\"><path d=\"M1 7.5L7 1.5L13 7.5\" stroke=\"currentColor\" stroke-width=\"2\"\/><\/svg><\/span><\/summary><div class=\"asc-faq-a\"><p>This version is built for appreciating assets. For cars or machinery, use a depreciation calculator.<\/p><\/div><\/details><details class=\"asc-faq-item\"><summary class=\"asc-faq-q\">What&#39;s a safe appreciation rate to assume for real estate?<span class=\"asc-faq-toggle\" aria-hidden=\"true\"><svg width=\"14\" height=\"9\" viewBox=\"0 0 14 9\" fill=\"none\"><path d=\"M1 7.5L7 1.5L13 7.5\" stroke=\"currentColor\" stroke-width=\"2\"\/><\/svg><\/span><\/summary><div class=\"asc-faq-a\"><p>Historically, 3-5% annually is a safe long-term assumption for residential properties.<\/p><\/div><\/details><details class=\"asc-faq-item\"><summary class=\"asc-faq-q\">How does compounding affect appreciation?<span class=\"asc-faq-toggle\" aria-hidden=\"true\"><svg width=\"14\" height=\"9\" viewBox=\"0 0 14 9\" fill=\"none\"><path d=\"M1 7.5L7 1.5L13 7.5\" stroke=\"currentColor\" stroke-width=\"2\"\/><\/svg><\/span><\/summary><div class=\"asc-faq-a\"><p>Compounding accelerates growth\u2014your asset appreciates not only on the original value but also on previously accumulated gains.<\/p><\/div><\/details><\/div><\/div><\/div>\n<div class=\"asc-section\"><div class=\"asc-narrow\"><h2 class=\"asc-section-title\">Looking for other useful tools?<\/h2><div class=\"asc-rel-grid\"><a href=\"https:\/\/serviceagent.ai\/tools\/annual-rent-calculator\/\" class=\"asc-rel-card\"><span class=\"asc-rel-card-label\">Annual Rent Calculator<\/span><\/a><a href=\"https:\/\/serviceagent.ai\/tools\/buyer-closing-cost-calculator\/\" class=\"asc-rel-card\"><span class=\"asc-rel-card-label\">Buyer Closing Cost Calculator<\/span><\/a><a href=\"https:\/\/serviceagent.ai\/tools\/gross-rent-multiplier-calculator\/\" class=\"asc-rel-card\"><span class=\"asc-rel-card-label\">Gross Rent Multiplier (GRM) Calculator<\/span><\/a><\/div><\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Appreciation Calculator Use our free appreciation calculator to quickly estimate how much your asset, property, or investment will be worth in the future, based on key inputs like purchase value, annual growth rate, and years held. Perfect for homeowners, investors, and financial planners. Get Started &#10148; Property Details Purchase Price ($) Annual Appreciation Rate (%) [&hellip;]<\/p>\n","protected":false},"author":4,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"page-no-title","meta":{"footnotes":""},"class_list":["post-38","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.6 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Appreciation Calculator | Free Online Calculator<\/title>\n<meta name=\"description\" content=\"Calculate results instantly with our free Appreciation Calculator. See clear breakdowns, plan smarter, and save time. 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