{"id":105374,"date":"2026-07-07T15:31:26","date_gmt":"2026-07-07T10:01:26","guid":{"rendered":"https:\/\/seminarsonly.com\/news\/?p=105374"},"modified":"2026-07-07T16:11:56","modified_gmt":"2026-07-07T10:41:56","slug":"crypto-position-size-calculator","status":"publish","type":"post","link":"https:\/\/seminarsonly.com\/news\/crypto-position-size-calculator\/","title":{"rendered":"Free Crypto Position Size Calculator: Risk-Based Sizing"},"content":{"rendered":"<div style=\"background: #eef4fa; border-left: 4px solid #0b3d6e; padding: 16px 18px; border-radius: 6px; margin: 0 0 22px 0;\">\n<p style=\"font-size: 17px; line-height: 1.65; color: #22303c; margin: 0;\"><strong>Quick answer:<\/strong> Position size is the amount at risk divided by the distance between entry and stop loss. Enter your account size, risk percent, entry and stop loss in the calculator below and it shows the exact quantity to trade, the position value, whether leverage is needed and your risk to reward ratio. Everything runs in your browser and nothing is stored.<\/p>\n<\/div>\n\t<div class=\"calchub\" data-calc=\"possize\">\n\t\t<h3 class=\"calchub-title\">Crypto position size calculator<\/h3>\n\n\t\t<div class=\"calchub-field\">\n\t\t\t<label for=\"ps-account\">Account size (USDT or USD)<\/label>\n\t\t\t<input type=\"number\" id=\"ps-account\" min=\"10\" max=\"100000000\" step=\"10\" value=\"10000\" inputmode=\"decimal\">\n\t\t<\/div>\n\n\t\t<div class=\"calchub-field\">\n\t\t\t<label for=\"ps-risk\">Risk per trade: <strong id=\"ps-risk-val\">1<\/strong> percent of account<\/label>\n\t\t\t<input type=\"range\" id=\"ps-risk\" min=\"0.25\" max=\"10\" step=\"0.25\" value=\"1\">\n\t\t\t<span class=\"calchub-hint\">Most risk management guides suggest keeping this small. Higher values mean larger positions and larger losses when the stop is hit.<\/span>\n\t\t<\/div>\n\n\t\t<div class=\"calchub-field\">\n\t\t\t<label for=\"ps-entry\">Entry price<\/label>\n\t\t\t<input type=\"number\" id=\"ps-entry\" min=\"0.000001\" step=\"any\" value=\"60000\" inputmode=\"decimal\">\n\t\t<\/div>\n\n\t\t<div class=\"calchub-field\">\n\t\t\t<label for=\"ps-stop\">Stop loss price<\/label>\n\t\t\t<input type=\"number\" id=\"ps-stop\" min=\"0\" step=\"any\" value=\"58800\" inputmode=\"decimal\">\n\t\t<\/div>\n\n\t\t<div class=\"calchub-field\">\n\t\t\t<label for=\"ps-target\">Take profit price (optional, for risk to reward)<\/label>\n\t\t\t<input type=\"number\" id=\"ps-target\" min=\"0\" step=\"any\" value=\"\" placeholder=\"Leave blank to skip\" inputmode=\"decimal\">\n\t\t<\/div>\n\n\t\t<div class=\"calchub-results\" id=\"ps-results\" aria-live=\"polite\">\n\t\t\t<div class=\"calchub-row\"><span>Direction<\/span><strong id=\"ps-direction\">Long<\/strong><\/div>\n\t\t\t<div class=\"calchub-row\"><span>Amount at risk<\/span><strong id=\"ps-riskamt\">0<\/strong><\/div>\n\t\t\t<div class=\"calchub-row calchub-row-total\"><span>Position size (quantity)<\/span><strong id=\"ps-qty\">0<\/strong><\/div>\n\t\t\t<div class=\"calchub-row\"><span>Position value<\/span><strong id=\"ps-value\">0<\/strong><\/div>\n\t\t\t<div class=\"calchub-row\"><span>Leverage needed<\/span><strong id=\"ps-leverage\">None<\/strong><\/div>\n\t\t\t<div class=\"calchub-row\"><span>Risk to reward<\/span><strong id=\"ps-rr\">Enter a target<\/strong><\/div>\n\t\t<\/div>\n\n\t\t<p class=\"calchub-disclaimer\">This tool computes position size from your own risk inputs. It is not trading or investment advice. Crypto prices are highly volatile, stop loss orders can fill at worse prices than set (slippage), and leveraged positions can be liquidated. Never risk money you cannot afford to lose.<\/p>\n\t<\/div>\n\t\n<p style=\"text-align: center; margin: 0 0 22px 0;\"><img decoding=\"async\" style=\"max-width: 100%; height: auto; border-radius: 10px;\" 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\" alt=\"Crypto position size example: risking $100 with a $1,200 per coin stop distance gives a position of 0.0833 BTC\" width=\"480\" height=\"220\" \/><\/p>\n<div style=\"background: #fdf6e3; border-left: 4px solid #b8860b; padding: 16px 18px; border-radius: 6px; margin: 0 0 22px 0;\">\n<p style=\"font-size: 17px; line-height: 1.65; color: #22303c; margin: 0;\"><strong>TLDR:<\/strong> With a $10,000 account risking 1 percent, you can lose at most $100 on the trade. If your entry is $60,000 and your stop is $58,800, the risk per coin is $1,200, so the position is $100 divided by $1,200, which is 0.0833 BTC worth $5,000. The formula sizes every trade so a stopped-out loss always equals the same small fraction of your account.<\/p>\n<\/div>\n<div style=\"background: #f4f7fa; border: 1px solid #dfe5ec; padding: 16px 20px; border-radius: 8px; margin: 0 0 24px 0;\">\n<p style=\"font-size: 18px; font-weight: bold; color: #0b3d6e; margin: 0 0 8px 0;\">Table of contents<\/p>\n<ul style=\"font-size: 17px; line-height: 1.9; color: #0b3d6e; margin: 0; padding-left: 22px;\">\n<li><a style=\"color: #0b3d6e; text-decoration: underline;\" href=\"#formula\">The position size formula<\/a><\/li>\n<li><a style=\"color: #0b3d6e; text-decoration: underline;\" href=\"#example\">Worked examples<\/a><\/li>\n<li><a style=\"color: #0b3d6e; text-decoration: underline;\" href=\"#leverage\">Where leverage fits in<\/a><\/li>\n<li><a style=\"color: #0b3d6e; text-decoration: underline;\" href=\"#faq\">Common questions<\/a><\/li>\n<\/ul>\n<\/div>\n<h2 id=\"formula\" style=\"color: #0b3d6e; font-size: 26px; font-weight: bold; margin: 32px 0 14px 0; line-height: 1.3;\">The position size formula<\/h2>\n<p style=\"font-size: 18px; line-height: 1.75; color: #333333; margin: 0 0 16px 0;\">Three numbers decide the size of every trade: how much of your account you are willing to lose, where you enter, and where your stop loss sits. The formula is position size equals risk amount divided by the distance between entry and stop. Nothing about the coin, the timeframe or your conviction changes it. A tighter stop allows a larger position for the same risk, and a wider stop forces a smaller one.<\/p>\n<p style=\"font-size: 18px; line-height: 1.75; color: #333333; margin: 0 0 16px 0;\">This is the reverse of how most losing traders operate. They pick a position size first, often the maximum the exchange allows, and then discover what the loss is when the stop hits. Sizing from risk means the loss is decided before the trade is placed.<\/p>\n<h2 id=\"example\" style=\"color: #0b3d6e; font-size: 26px; font-weight: bold; margin: 32px 0 14px 0; line-height: 1.3;\">Worked examples<\/h2>\n<p style=\"font-size: 18px; line-height: 1.75; color: #333333; margin: 0 0 16px 0;\">All rows use an entry of $60,000 on BTC. Watch how the position responds to each input.<\/p>\n<table style=\"width: 100%; border-collapse: collapse; font-size: 17px; margin: 0 0 20px 0;\">\n<tbody>\n<tr>\n<th style=\"background: #0b3d6e; color: #ffffff; padding: 10px 12px; text-align: left; font-size: 16px; border: 1px solid #0b3d6e;\">Account<\/th>\n<th style=\"background: #0b3d6e; color: #ffffff; padding: 10px 12px; text-align: left; font-size: 16px; border: 1px solid #0b3d6e;\">Risk per trade<\/th>\n<th style=\"background: #0b3d6e; color: #ffffff; padding: 10px 12px; text-align: left; font-size: 16px; border: 1px solid #0b3d6e;\">Stop distance<\/th>\n<th style=\"background: #0b3d6e; color: #ffffff; padding: 10px 12px; text-align: left; font-size: 16px; border: 1px solid #0b3d6e;\">Position size<\/th>\n<th style=\"background: #0b3d6e; color: #ffffff; padding: 10px 12px; text-align: left; font-size: 16px; border: 1px solid #0b3d6e;\">Position value<\/th>\n<\/tr>\n<tr>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$1,000<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">1 percent ($10)<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$1,200<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">0.0083 BTC<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$500<\/td>\n<\/tr>\n<tr>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$10,000<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">1 percent ($100)<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$1,200<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">0.0833 BTC<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$5,000<\/td>\n<\/tr>\n<tr>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$10,000<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">2 percent ($200)<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$1,200<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">0.1667 BTC<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$10,000<\/td>\n<\/tr>\n<tr>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$10,000<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">1 percent ($100)<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$3,000<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">0.0333 BTC<\/td>\n<td style=\"padding: 10px 12px; border: 1px solid #dfe5ec; color: #333333;\">$2,000<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"font-size: 18px; line-height: 1.75; color: #333333; margin: 0 0 16px 0;\">The last two rows show the two levers separately. Doubling the risk percent doubles the position. Widening the stop from $1,200 to $3,000 shrinks the position, because each coin now carries more risk. The calculator does exactly this arithmetic live.<\/p>\n<h2 id=\"leverage\" style=\"color: #0b3d6e; font-size: 26px; font-weight: bold; margin: 32px 0 14px 0; line-height: 1.3;\">Where leverage fits in<\/h2>\n<p style=\"font-size: 18px; line-height: 1.75; color: #333333; margin: 0 0 16px 0;\">Leverage does not change your risk when you size from the stop loss. It only determines whether the position value fits inside your account balance. In the examples above, a $5,000 position in a $10,000 account needs no leverage at all. If the formula produced a $25,000 position, you would need 2.5x leverage to open it, but the amount lost at the stop would still be $100. The calculator shows the leverage needed as a separate line so you can see this distinction directly.<\/p>\n<p style=\"font-size: 18px; line-height: 1.75; color: #333333; margin: 0 0 16px 0;\">The real dangers of leverage are liquidation and slippage. A leveraged position can be force-closed before your stop if the account margin runs out, and in fast crypto moves stop orders can fill at worse prices than set. Both mean the actual loss can exceed the planned risk amount, which is a strong argument for keeping both the risk percent and the leverage low.<\/p>\n<h2 id=\"faq\" style=\"color: #0b3d6e; font-size: 26px; font-weight: bold; margin: 32px 0 14px 0; line-height: 1.3;\">Common questions<\/h2>\n<h3 style=\"color: #b8860b; font-size: 21px; font-weight: bold; margin: 24px 0 10px 0; line-height: 1.35;\">What risk percent should I use?<\/h3>\n<p style=\"font-size: 18px; line-height: 1.75; color: #333333; margin: 0 0 16px 0;\">There is no universal number, but the widely repeated range in risk management writing is between 0.5 and 2 percent per trade. The reasoning is survival arithmetic: at 1 percent risk, a streak of ten straight losses costs roughly 10 percent of the account, which is recoverable. At 10 percent risk, the same streak is close to fatal.<\/p>\n<h3 style=\"color: #b8860b; font-size: 21px; font-weight: bold; margin: 24px 0 10px 0; line-height: 1.35;\">Does this work for short positions?<\/h3>\n<p style=\"font-size: 18px; line-height: 1.75; color: #333333; margin: 0 0 16px 0;\">Yes. Place the stop loss above the entry and the calculator switches to short automatically. The formula is identical because it only uses the distance between the two prices.<\/p>\n<h3 style=\"color: #b8860b; font-size: 21px; font-weight: bold; margin: 24px 0 10px 0; line-height: 1.35;\">Does it work for coins other than Bitcoin?<\/h3>\n<p style=\"font-size: 18px; line-height: 1.75; color: #333333; margin: 0 0 16px 0;\">Yes, for any pair. The inputs are just prices, so it works for ethereum, small caps or any market where you can set an entry and a stop, including stocks and forex. For very low priced coins the quantity will simply be a large number of units.<\/p>\n<p><script type=\"application\/ld+json\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"TechArticle\",\"headline\":\"Crypto position size calculator: risk-based sizing for every trade\",\"description\":\"Free crypto position size calculator. Enter account size, risk percent, entry and stop loss to get exact position size, leverage needed and risk to reward.\",\"author\":{\"@type\":\"Person\",\"name\":\"Anup V Naick\"},\"publisher\":{\"@type\":\"Organization\",\"name\":\"Seminarsonly\"},\"mainEntityOfPage\":\"https:\/\/www.seminarsonly.com\/news\/crypto-position-size-calculator\/\"},{\"@type\":\"HowTo\",\"name\":\"How to use the crypto position size calculator\",\"step\":[{\"@type\":\"HowToStep\",\"name\":\"Enter account size\",\"text\":\"Type your total trading account balance in USDT or USD.\"},{\"@type\":\"HowToStep\",\"name\":\"Set risk percent\",\"text\":\"Choose what percentage of the account you are willing to lose if this trade hits the stop loss.\"},{\"@type\":\"HowToStep\",\"name\":\"Enter entry and stop loss\",\"text\":\"Type your planned entry price and stop loss price. Stop below entry means long, above means short.\"},{\"@type\":\"HowToStep\",\"name\":\"Read the position size\",\"text\":\"The calculator shows the exact quantity to buy or sell, the position value, leverage needed and risk to reward if you add a target.\"}]},{\"@type\":\"BreadcrumbList\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"News\",\"item\":\"https:\/\/www.seminarsonly.com\/news\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Crypto position size calculator\"}]}]}<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Quick answer: Position size is the amount at risk divided by the distance between entry and stop loss. Enter your account size, risk percent, entry and stop loss in the&hellip;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"ai_generated_summary":"","footnotes":""},"categories":[6518],"tags":[6538,6542,6535,6537,6539,6540,6536,6541],"class_list":["post-105374","post","type-post","status-publish","format-standard","hentry","category-calculator","tag-best-position-size-calculator-crypto","tag-crypto-position-size-calculator-tradingview","tag-crypto-position-size-calculator-with-leverage","tag-crypto-position-size-calculator-with-leverage-free","tag-position-size-calculator-crypto-app","tag-position-size-calculator-crypto-binance","tag-position-size-calculator-crypto-delta-exchange","tag-position-size-calculator-crypto-excel"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v27.7 (Yoast SEO v27.7) - https:\/\/yoast.com\/product\/yoast-seo-premium-wordpress\/ -->\n<title>Free Crypto Position Size Calculator: Risk-Based Sizing - Seminarsonly.com<\/title>\n<meta name=\"description\" content=\"Free crypto position size calculator. 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