{"id":20474,"date":"2026-10-28T07:22:52","date_gmt":"2026-10-28T07:22:52","guid":{"rendered":"https:\/\/navia.co.in\/blog\/?p=20474"},"modified":"2026-10-30T07:02:20","modified_gmt":"2026-10-30T07:02:20","slug":"expiry-day-trading-costs-why-option-trading-brokerage-charges-decide-your-pl","status":"publish","type":"post","link":"https:\/\/navia.co.in\/blog\/expiry-day-trading-costs-why-option-trading-brokerage-charges-decide-your-pl\/","title":{"rendered":"Expiry Day Trading Costs: Why Option Trading Brokerage Charges Decide Your P&#038;L"},"content":{"rendered":"<style>html{scroll-behavior:smooth}body{margin:0;background:#FFFFFF;color:#1B2133;font-family:Manrope,system-ui,sans-serif;-webkit-font-smoothing:antialiased}.nv-blog a{color:#223872;text-decoration:none;font-weight:700}.nv-blog a:hover{color:#ED4D37}.nv-blog summary::-webkit-details-marker{display:none}.nv-blog details[open] .nv-chev{transform:rotate(180deg)}<\/style>\n<div class=\"nv-blog\" style=\"margin:0 !important;padding:0 !important\">\n<div style=\"background:#FFFFFF;margin:0 !important;padding:0 !important\"><main style=\"max-width:1180px;margin:0 auto !important;padding:0 24px !important\"><\/p>\n<div style=\"margin:0 !important;padding:0 0 72px !important\">\n<article style=\"min-width:0;max-width:760px;margin:0 auto !important;padding:0 !important\">\n<section id=\"quick-answer\" aria-labelledby=\"qa-h\" style=\"margin-top:0 !important;background:#EEF1F8;border-radius:14px;padding:26px 28px;display:flex;flex-direction:column;gap:12px\">\n<h2 id=\"qa-h\" style=\"margin:0;font-family:Sora,sans-serif;font-size:13px;font-weight:700;letter-spacing:.1em;text-transform:uppercase;color:#223872\">Quick answer<\/h2>\n<p style=\"margin:0;font-size:17px;line-height:1.7;color:#1B2133;text-wrap:pretty\">On an ordinary trading day the statutory charges on an options trade are small but visible, and brokerage already accounts for most of what a trade costs. <strong>On expiry day they all but disappear.<\/strong> Every statutory charge is a percentage of premium value, and premiums collapse as expiry approaches, so those charges shrink toward nothing. Brokerage is charged per order and does not shrink at all. <strong>On a Nifty option trading at \u20b95 of premium, brokerage and the GST on it account for approximately 98% of the total transaction cost.<\/strong> The cheaper the option, the more completely brokerage determines what a trade costs.<\/p>\n<\/section>\n<div style=\"margin-top:20px\">\n<aside aria-label=\"Open an account\" style=\"margin:8px 0;background:#0E1430;border-radius:16px;padding:26px 28px;display:flex;flex-wrap:wrap;align-items:center;justify-content:space-between;gap:18px\">\n<div style=\"flex:1 1 300px;display:flex;flex-direction:column;gap:6px\"><strong style=\"font-family:Sora,sans-serif;font-size:20px;line-height:1.35;color:#FFFFFF\">Trading options on expiry day?<\/strong><span style=\"font-size:15px;line-height:1.6;color:#C9D1E6\">\u20b90 brokerage per order on eligible F&amp;O at Navia. You pay only the statutory charges.<\/span><\/div>\n<p><a href=\"https:\/\/open.navia.co.in\/index-navia.php?utm_source=blog&amp;utm_medium=inline_cta\" style=\"background:#ED4D37;color:#FFFFFF;font-weight:700;font-size:15px;padding:13px 22px;border-radius:10px;white-space:nowrap\">Open F&amp;O Account \u2192<\/a><\/aside>\n<\/div>\n<section id=\"key-takeaways\" aria-labelledby=\"kt-h\" style=\"margin-top:20px;border:1px solid #E3E6EF;border-radius:14px;padding:26px 28px\">\n<h2 id=\"kt-h\" style=\"margin:0 0 14px;font-family:Sora,sans-serif;font-size:20px;font-weight:700;color:#223872\">Key takeaways<\/h2>\n<ul style=\"margin:0 !important;padding:0 !important;list-style:none !important;display:flex;flex-direction:column;gap:12px;font-size:16px;line-height:1.6\">\n<li style=\"display:flex;gap:12px\"><span style=\"flex:none;width:7px;height:7px;margin-top:10px;background:#ED4D37;border-radius:2px\"><\/span><span>Nifty weekly contracts expire every Tuesday on NSE; Sensex weekly contracts expire every Thursday on BSE, for contracts expiring on or after 1 September 2025.<\/span><\/li>\n<li style=\"display:flex;gap:12px\"><span style=\"flex:none;width:7px;height:7px;margin-top:10px;background:#ED4D37;border-radius:2px\"><\/span><span>Statutory charges are percentages of premium value and shrink as premiums collapse near expiry; brokerage is per order and does not.<\/span><\/li>\n<li style=\"display:flex;gap:12px\"><span style=\"flex:none;width:7px;height:7px;margin-top:10px;background:#ED4D37;border-radius:2px\"><\/span><span>On a Nifty option at \u20b95 of premium with a lot size of 65, brokerage and GST account for approximately 98% of a \u20b947.97 total cost at \u20b920 per order.<\/span><\/li>\n<li style=\"display:flex;gap:12px\"><span style=\"flex:none;width:7px;height:7px;margin-top:10px;background:#ED4D37;border-radius:2px\"><\/span><span>Total charges on that trade are roughly 14.8% of premium value, against roughly 1.4% on the same option at \u20b960 of premium.<\/span><\/li>\n<li style=\"display:flex;gap:12px\"><span style=\"flex:none;width:7px;height:7px;margin-top:10px;background:#ED4D37;border-radius:2px\"><\/span><span>Ten round trips on expiry day at \u20b920 per order cost \u20b9472 in brokerage and GST, against under \u20b910 in statutory charges.<\/span><\/li>\n<li style=\"display:flex;gap:12px\"><span style=\"flex:none;width:7px;height:7px;margin-top:10px;background:#ED4D37;border-radius:2px\"><\/span><span>At \u20b90 brokerage the same expiry day trade costs \u20b90.77, because only the statutory charges remain.<\/span><\/li>\n<\/ul>\n<\/section>\n<nav aria-label=\"Table of contents\" style=\"margin-top:20px;background:#F6F7FB;border-radius:14px;padding:22px 24px\">\n<p style=\"margin:0 0 10px;font-family:Sora,sans-serif;font-size:13px;font-weight:700;letter-spacing:.1em;text-transform:uppercase;color:#223872\">In this article<\/p>\n<ol style=\"margin:0;padding-left:20px;display:flex;flex-direction:column;gap:8px;font-size:15px;line-height:1.45\">\n<li><a href=\"#expiry-day\" style=\"color:#1B2133\">Which day is expiry day in 2026?<\/a><\/li>\n<li><a href=\"#why-different\" style=\"color:#1B2133\">Why do expiry day costs behave differently?<\/a><\/li>\n<li><a href=\"#what-it-costs\" style=\"color:#1B2133\">What does an expiry day options trade actually cost?<\/a><\/li>\n<li><a href=\"#normal-day\" style=\"color:#1B2133\">How does this compare with a normal trading day?<\/a><\/li>\n<li><a href=\"#sellers-intraday\" style=\"color:#1B2133\">What does this mean for option sellers and intraday traders?<\/a><\/li>\n<li><a href=\"#zero-brokerage\" style=\"color:#1B2133\">How does zero brokerage on F&amp;O change the position?<\/a><\/li>\n<li><a href=\"#calculate\" style=\"color:#1B2133\">How do you calculate your own expiry day costs?<\/a><\/li>\n<li><a href=\"#risk\" style=\"color:#1B2133\">A note on expiry day risk<\/a><\/li>\n<li><a href=\"#conclusion\" style=\"color:#1B2133\">Conclusion<\/a><\/li>\n<li><a href=\"#faq\" style=\"color:#1B2133\">Frequently Asked Questions<\/a><\/li>\n<\/ol>\n<\/nav>\n<div style=\"display:flex;flex-direction:column;gap:18px;font-size:17px;line-height:1.75;color:#2A3145;text-wrap:pretty\">\n<h2 id=\"expiry-day\" style=\"margin:48px 0 0;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">Which day is expiry day in 2026?<\/h2>\n<p style=\"margin:0\">The two exchanges now expire on different days, and many published articles still carry the old schedule.<\/p>\n<p style=\"margin:0\">On NSE, <strong>Nifty 50 weekly contracts expire every Tuesday<\/strong>, and monthly, quarterly and half-yearly contracts expire on the last Tuesday of the month. On BSE, <strong>Sensex weekly contracts expire every Thursday<\/strong>, with monthly contracts on the last Thursday.<\/p>\n<figure style=\"margin:8px 0;display:flex;flex-direction:column;gap:10px\">\n<div style=\"width:100%;aspect-ratio:960\/540;border-radius:14px;overflow:hidden;background:#F4F6FB\"><img 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alt=\"Weekly expiry days in 2026: Nifty 50 on Tuesday at NSE, Sensex on Thursday at BSE\" loading=\"lazy\" decoding=\"async\" style=\"display:block;width:100%;height:100%;object-fit:cover\"><\/div><figcaption style=\"font-size:13px;line-height:1.5;color:#5A6378\">Weekly index expiry days for contracts expiring on or after 1 September 2025.<\/figcaption><\/figure>\n<p style=\"margin:0\">This applies to contracts expiring on or after 1 September 2025. NSE moved Nifty weekly expiry from Thursday to Tuesday (<a href=\"https:\/\/nsearchives.nseindia.com\/content\/circulars\/FAOP68747.pdf\" rel=\"nofollow\">NSE\/FAOP\/68747<\/a>) and BSE moved Sensex weekly expiry to Thursday, after SEBI <a href=\"https:\/\/www.sebi.gov.in\/legal\/circulars\/may-2025\/final-settlement-day-expiry-day-for-equity-derivatives-contracts_94189.html\" rel=\"nofollow\">restricted equity derivatives expiry<\/a> to Tuesday or Thursday and limited each exchange to one weekly benchmark index options contract on its chosen day. Check the current contract specifications on the exchange\u2019s own site before you trade. Where an expiry day falls on a market holiday, expiry moves to the previous trading day.<\/p>\n<h2 id=\"why-different\" style=\"margin:40px 0 0;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">Why do expiry day costs behave differently?<\/h2>\n<p style=\"margin:0\">Because the two types of charge on an options trade scale in opposite ways.<\/p>\n<div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,260px),1fr));gap:12px;margin:4px 0\">\n<div style=\"background:#F1F8F3;border-radius:14px;padding:18px 20px;display:flex;flex-direction:column;gap:10px\">\n<div style=\"display:block;margin:0 0 10px !important;padding:0 !important;line-height:1.4 !important;font-weight:700;font-family:Sora,sans-serif;font-size:14px;letter-spacing:.06em;text-transform:uppercase;color:#17663A\">Shrinks with premium<\/div>\n<div style=\"margin:0 !important;padding:0 !important;display:flex;flex-direction:column;gap:6px;font-size:15px;line-height:1.55;color:#1B2133\">\n<div style=\"display:flex;gap:10px;margin:0 !important;padding:0 !important\"><span style=\"flex:none;width:6px;height:6px;margin-top:10px;border-radius:50%;background:#17663A\"><\/span><span>STT: 0.15% of premium, sell side<\/span><\/div>\n<div style=\"display:flex;gap:10px;margin:0 !important;padding:0 !important\"><span style=\"flex:none;width:6px;height:6px;margin-top:10px;border-radius:50%;background:#17663A\"><\/span><span>NSE transaction charge: \u20b935.53 per lakh of premium<\/span><\/div>\n<div style=\"display:flex;gap:10px;margin:0 !important;padding:0 !important\"><span style=\"flex:none;width:6px;height:6px;margin-top:10px;border-radius:50%;background:#17663A\"><\/span><span>Stamp duty: 0.003% of premium, buy side<\/span><\/div>\n<\/div>\n<\/div>\n<div style=\"background:#FDF2F0;border-radius:14px;padding:18px 20px;display:flex;flex-direction:column;gap:10px\">\n<div style=\"display:block;margin:0 0 10px !important;padding:0 !important;line-height:1.4 !important;font-weight:700;font-family:Sora,sans-serif;font-size:14px;letter-spacing:.06em;text-transform:uppercase;color:#B4301E\">Does not shrink<\/div>\n<div style=\"margin:0 !important;padding:0 !important;display:flex;flex-direction:column;gap:6px;font-size:15px;line-height:1.55;color:#1B2133\">\n<div style=\"display:flex;gap:10px;margin:0 !important;padding:0 !important\"><span style=\"flex:none;width:6px;height:6px;margin-top:10px;border-radius:50%;background:#B4301E\"><\/span><span>Brokerage: a flat fee per executed order<\/span><\/div>\n<div style=\"display:flex;gap:10px;margin:0 !important;padding:0 !important\"><span style=\"flex:none;width:6px;height:6px;margin-top:10px;border-radius:50%;background:#B4301E\"><\/span><span>GST at 18% on that brokerage<\/span><\/div>\n<div style=\"display:flex;gap:10px;margin:0 !important;padding:0 !important\"><span style=\"flex:none;width:6px;height:6px;margin-top:10px;border-radius:50%;background:#B4301E\"><\/span><span>Multiplied by every order you place<\/span><\/div>\n<\/div>\n<\/div>\n<\/div>\n<p style=\"margin:0\">Statutory and exchange charges are calculated as a percentage of premium value. When the premium is large, these produce meaningful amounts. When the premium is small, they produce almost nothing. Brokerage is charged per executed order. A broker charging a flat fee charges the same amount whether the option costs \u20b9200 or \u20b92.<\/p>\n<p style=\"margin:0\">On expiry day, time value decays to zero and option premiums fall sharply, particularly on strikes away from the money. Traders respond by dealing in larger quantities of much cheaper options, and often by placing more orders. Both effects push brokerage up as a share of total cost at exactly the moment the percentage-based charges are collapsing.<\/p>\n<h2 id=\"what-it-costs\" style=\"margin:40px 0 0;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">What does an expiry day options trade actually cost?<\/h2>\n<p style=\"margin:0\">Nifty options brokerage is charged per order, so it does not fall when the premium does. The example below uses one lot of a Nifty option trading at \u20b95 of premium, bought and sold on expiry day, with a lot size of 65. Premium value per leg is therefore \u20b9325.<\/p>\n<div style=\"overflow-x:auto;border:1px solid #E3E6EF;border-radius:12px\">\n<table style=\"width:100%;min-width:520px;border-collapse:collapse;font-size:15px;line-height:1.5\">\n<caption style=\"caption-side:bottom;text-align:left;padding:10px 16px;font-size:13px;color:#5A6378;background:#F6F7FB\">One lot of a \u20b95 Nifty option, bought and sold on expiry day. Illustrative example.<\/caption>\n<thead>\n<tr style=\"background:#0E1430;color:#FFFFFF;text-align:left\">\n<th scope=\"col\" style=\"padding:13px 16px;font-weight:700\">Charge<\/th>\n<th scope=\"col\" style=\"padding:13px 16px;font-weight:700;text-align:right\">At \u20b920 per order<\/th>\n<th scope=\"col\" style=\"padding:13px 16px;font-weight:700;text-align:right\">At \u20b90 brokerage<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr style=\"border-top:1px solid #E3E6EF\">\n<th scope=\"row\" style=\"padding:12px 16px;text-align:left;font-weight:600;color:#1B2133\">Brokerage, two orders<\/th>\n<td style=\"padding:12px 16px;text-align:right\">\u20b940.00<\/td>\n<td style=\"padding:12px 16px;text-align:right\">\u20b90.00<\/td>\n<\/tr>\n<tr style=\"border-top:1px solid #E3E6EF;background:#FAFBFD\">\n<th scope=\"row\" style=\"padding:12px 16px;text-align:left;font-weight:600;color:#1B2133\">STT, 0.15% of premium, sell side<\/th>\n<td style=\"padding:12px 16px;text-align:right\">\u20b90.49<\/td>\n<td style=\"padding:12px 16px;text-align:right\">\u20b90.49<\/td>\n<\/tr>\n<tr style=\"border-top:1px solid #E3E6EF\">\n<th scope=\"row\" style=\"padding:12px 16px;text-align:left;font-weight:600;color:#1B2133\">Exchange transaction charges, both sides<\/th>\n<td style=\"padding:12px 16px;text-align:right\">\u20b90.23<\/td>\n<td style=\"padding:12px 16px;text-align:right\">\u20b90.23<\/td>\n<\/tr>\n<tr style=\"border-top:1px solid #E3E6EF;background:#FAFBFD\">\n<th scope=\"row\" style=\"padding:12px 16px;text-align:left;font-weight:600;color:#1B2133\">Stamp duty, 0.003% of premium, buy side<\/th>\n<td style=\"padding:12px 16px;text-align:right\">\u20b90.01<\/td>\n<td style=\"padding:12px 16px;text-align:right\">\u20b90.01<\/td>\n<\/tr>\n<tr style=\"border-top:1px solid #E3E6EF\">\n<th scope=\"row\" style=\"padding:12px 16px;text-align:left;font-weight:600;color:#1B2133\">SEBI turnover fee and IPFT contribution<\/th>\n<td style=\"padding:12px 16px;text-align:right\">Under \u20b90.01<\/td>\n<td style=\"padding:12px 16px;text-align:right\">Under \u20b90.01<\/td>\n<\/tr>\n<tr style=\"border-top:1px solid #E3E6EF;background:#FAFBFD\">\n<th scope=\"row\" style=\"padding:12px 16px;text-align:left;font-weight:600;color:#1B2133\">GST at 18%<\/th>\n<td style=\"padding:12px 16px;text-align:right\">\u20b97.24<\/td>\n<td style=\"padding:12px 16px;text-align:right\">\u20b90.04<\/td>\n<\/tr>\n<tr style=\"border-top:2px solid #0E1430\">\n<th scope=\"row\" style=\"padding:13px 16px;text-align:left;font-weight:800;color:#0E1430\">Total<\/th>\n<td style=\"padding:13px 16px;text-align:right;font-weight:800;color:#ED4D37\">\u20b947.97<\/td>\n<td style=\"padding:13px 16px;text-align:right;font-weight:800;color:#17663A\">\u20b90.77<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<p style=\"margin:0\">Brokerage and the GST charged on it come to \u20b947.20 of that \u20b947.97 total \u2014 approximately 98% of the cost of the trade. Every statutory charge combined comes to under \u20b90.80.<\/p>\n<figure style=\"margin:8px 0;display:flex;flex-direction:column;gap:10px\">\n<div style=\"width:100%;aspect-ratio:960\/540;border-radius:14px;overflow:hidden;background:#0E1430\"><img 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alt=\"Cost breakdown of a \u20b95 Nifty option trade: \u20b940 brokerage plus GST dominate the \u20b947.97 total; at \u20b90 brokerage the trade costs \u20b90.77\" loading=\"lazy\" decoding=\"async\" style=\"display:block;width:100%;height:100%;object-fit:cover\"><\/div><figcaption style=\"font-size:13px;line-height:1.5;color:#5A6378\">Statutory charges are the thin green sliver at the end.<\/figcaption><\/figure>\n<p style=\"margin:0\">In proportional terms, the \u20b947.97 is roughly 14.8% of the \u20b9325 premium value. The option would need to move almost 15% in your favour before the position breaks even on costs alone.<\/p>\n<p style=\"margin:0;font-size:14px;line-height:1.6;color:#5A6378\">Calculated from rates in force for FY 2026\u201327. STT per <a href=\"https:\/\/nsearchives.nseindia.com\/content\/circulars\/FATAX73524.pdf\" rel=\"nofollow\">NSE\/FATAX\/73524<\/a> (31 March 2026); NSE transaction charges and IPFT per <a href=\"https:\/\/nsearchives.nseindia.com\/content\/circulars\/FA73061.pdf\" rel=\"nofollow\">NSE\/FA\/73061<\/a>, effective 1 March 2026. Nifty lot size of 65 per NSE Circular <a href=\"https:\/\/nsearchives.nseindia.com\/content\/circulars\/FAOP70616.pdf\" rel=\"nofollow\">NSE\/FAOP\/70616<\/a> dated 3 October 2025, effective 28 October 2025 (EOD), revised from 75. Lot sizes are reviewed periodically by the exchanges; check the current contract specifications before applying this to a live trade.<\/p>\n<h2 id=\"normal-day\" style=\"margin:40px 0 0;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">How does this compare with a normal trading day?<\/h2>\n<p style=\"margin:0\">Take the same option earlier in the week, trading at \u20b960 of premium. Premium value per leg is \u20b93,900.<\/p>\n<p style=\"margin:0\">At \u20b920 per order, the total cost comes to approximately \u20b956.44. Brokerage has not changed, but STT rises to about \u20b95.85 and exchange charges to about \u20b92.77.<\/p>\n<figure style=\"margin:8px 0;display:flex;flex-direction:column;gap:10px\">\n<div style=\"width:100%;aspect-ratio:960\/540;border-radius:14px;overflow:hidden;background:#FFFFFF;border:1px solid #E3E6EF\"><img 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alt=\"Total charges are about 1.4% of premium on a \u20b960 option but about 14.8% on a \u20b95 expiry day option\" loading=\"lazy\" decoding=\"async\" style=\"display:block;width:100%;height:100%;object-fit:cover\"><\/div><figcaption style=\"font-size:13px;line-height:1.5;color:#5A6378\">Same lot, same broker: the share of premium lost to charges rises tenfold.<\/figcaption><\/figure>\n<p style=\"margin:0\">The absolute cost has barely moved. The proportion has moved enormously. On the \u20b960 option, total charges are roughly 1.4% of premium value. On the \u20b95 expiry day option, they are roughly 14.8% \u2014 ten times the cost for the same number of lots, driven almost entirely by the per-order brokerage not scaling down with the premium.<\/p>\n<h2 id=\"sellers-intraday\" style=\"margin:40px 0 0;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">What does this mean for option sellers and intraday traders?<\/h2>\n<p style=\"margin:0\">The effect compounds with order count, which is where expiry day differs most from an ordinary session.<\/p>\n<p style=\"margin:0\">A trader placing ten round trips on expiry day executes twenty orders. At \u20b920 per order that is \u20b9400 of brokerage plus \u20b972 of GST, \u20b9472 before a single statutory charge is counted. The statutory charges on those same trades, at expiry day premiums, would total under \u20b910.<\/p>\n<figure style=\"margin:8px 0;display:flex;flex-direction:column;gap:10px\">\n<div style=\"width:100%;aspect-ratio:960\/540;border-radius:14px;overflow:hidden;background:#FFF4EF\"><img 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alt=\"Twenty orders at \u20b920 plus \u20b972 GST equals \u20b9472 in brokerage, against under \u20b910 in statutory charges\" loading=\"lazy\" decoding=\"async\" style=\"display:block;width:100%;height:100%;object-fit:cover\"><\/div><figcaption style=\"font-size:13px;line-height:1.5;color:#5A6378\">Ten round trips on expiry day at \u20b920 per order.<\/figcaption><\/figure>\n<p style=\"margin:0\">For option sellers writing cheap out-of-the-money strikes on expiry day, the same arithmetic applies to premium collected rather than premium paid. A seller collecting a few rupees of premium per unit is giving up a substantial share of it to a flat fee that bears no relationship to the size of the position.<\/p>\n<p style=\"margin:0\">The same logic applies to intraday trading charges generally. Any strategy built on a high number of small-value transactions is a strategy where per-order costs dominate.<\/p>\n<h2 id=\"zero-brokerage\" style=\"margin:40px 0 0;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">How does zero brokerage on F&amp;O change the position?<\/h2>\n<p style=\"margin:0\">It removes the charge that does not scale.<\/p>\n<p style=\"margin:0\">At \u20b90 brokerage, the expiry day trade in the example above costs \u20b90.77 rather than \u20b947.97. The statutory charges are unchanged, because no broker can waive them. What changes is that the cost of the trade becomes proportional to the size of the position rather than fixed per order.<\/p>\n<p style=\"margin:0\">Navia charges <a href=\"https:\/\/navia.co.in\/open-options-trading-account?utm_source=navia_blog&amp;utm_medium=interlink&amp;utm_campaign=expiry-day-trading-costs-brokerage&amp;utm_content=0-brokerage-per-order-on-eligible-future\">\u20b90 brokerage per order on eligible futures and options<\/a> for eligible accounts, and the statutory charges apply in full. The practical effect on expiry day is larger than on any other trading day, precisely because brokerage is the charge that does not fall when premiums do. See every charge on the <a href=\"https:\/\/navia.co.in\/pricing?utm_source=navia_blog&amp;utm_medium=interlink&amp;utm_campaign=expiry-day-trading-costs-brokerage&amp;utm_content=navia-pricing-page\">Navia pricing page<\/a>.<\/p>\n<p><a href=\"https:\/\/open.navia.co.in\/index-navia.php?utm_source=blog&amp;utm_medium=banner_cta\" aria-label=\"Open a Navia F&amp;O account with \u20b90 brokerage\" style=\"display:block;margin-top:10px;border-radius:16px;overflow:hidden;line-height:0\"><img 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\" alt=\"\u20b90 brokerage on F&amp;O: a \u20b95 option round trip costs \u20b90.77 instead of \u20b947.97. Open F&amp;O account\" loading=\"lazy\" decoding=\"async\" style=\"display:block;width:100%;height:auto\"><\/a><\/p>\n<h2 id=\"calculate\" style=\"margin:40px 0 0;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">How do you calculate your own expiry day costs?<\/h2>\n<p style=\"margin:0\">Work it out before the session rather than after it.<\/p>\n<ol style=\"margin:0;padding:0;list-style:none;display:flex;flex-direction:column;border:1px solid #E3E6EF;border-radius:12px;overflow:hidden\">\n<li style=\"display:flex;gap:16px;padding:16px 20px;border-top:none\"><span style=\"flex:none;width:32px;height:32px;border-radius:9px;background:#0E1430;color:#FFFFFF;font-family:Sora,sans-serif;font-weight:700;font-size:14px;display:flex;align-items:center;justify-content:center\">1<\/span>\n<p style=\"margin:0;padding-top:2px\">Multiply the premium you expect to trade at by the lot size for the current contract. That is your premium value per leg.<\/p>\n<\/li>\n<li style=\"display:flex;gap:16px;padding:16px 20px;border-top:1px solid #E3E6EF\"><span style=\"flex:none;width:32px;height:32px;border-radius:9px;background:#0E1430;color:#FFFFFF;font-family:Sora,sans-serif;font-weight:700;font-size:14px;display:flex;align-items:center;justify-content:center\">2<\/span>\n<p style=\"margin:0;padding-top:2px\">Apply 0.15% to the sell-side premium for STT.<\/p>\n<\/li>\n<li style=\"display:flex;gap:16px;padding:16px 20px;border-top:1px solid #E3E6EF\"><span style=\"flex:none;width:32px;height:32px;border-radius:9px;background:#0E1430;color:#FFFFFF;font-family:Sora,sans-serif;font-weight:700;font-size:14px;display:flex;align-items:center;justify-content:center\">3<\/span>\n<p style=\"margin:0;padding-top:2px\">Apply \u20b935.53 per lakh of premium to each side for NSE transaction charges.<\/p>\n<\/li>\n<li style=\"display:flex;gap:16px;padding:16px 20px;border-top:1px solid #E3E6EF\"><span style=\"flex:none;width:32px;height:32px;border-radius:9px;background:#0E1430;color:#FFFFFF;font-family:Sora,sans-serif;font-weight:700;font-size:14px;display:flex;align-items:center;justify-content:center\">4<\/span>\n<p style=\"margin:0;padding-top:2px\">Apply 0.003% to the buy-side premium for stamp duty.<\/p>\n<\/li>\n<li style=\"display:flex;gap:16px;padding:16px 20px;border-top:1px solid #E3E6EF\"><span style=\"flex:none;width:32px;height:32px;border-radius:9px;background:#0E1430;color:#FFFFFF;font-family:Sora,sans-serif;font-weight:700;font-size:14px;display:flex;align-items:center;justify-content:center\">5<\/span>\n<p style=\"margin:0;padding-top:2px\">Add your broker\u2019s per-order brokerage multiplied by the number of orders you expect to place, then add 18% GST on brokerage, transaction charges, the SEBI turnover fee and clearing charges.<\/p>\n<\/li>\n<\/ol>\n<p style=\"margin:0\">The <a href=\"https:\/\/navia.co.in\/brokerage-calculator?utm_source=navia_blog&amp;utm_medium=interlink&amp;utm_campaign=expiry-day-trading-costs-brokerage&amp;utm_content=navia-brokerage-calculator\">Navia brokerage calculator<\/a> does this for a specific trade: as an options trading calculator for cost, you enter the segment, price and quantity and it returns brokerage plus every statutory charge. An options profit calculator answers a different question \u2014 the payoff and breakeven of the position itself rather than what it costs to place. Our guide to using an <a href=\"https:\/\/navia.co.in\/blog\/option-calculator-profitable-options-trading\/?utm_source=navia_blog&amp;utm_medium=interlink&amp;utm_campaign=expiry-day-trading-costs-brokerage&amp;utm_content=option-calculator\">option calculator<\/a> covers that side.<\/p>\n<h2 id=\"risk\" style=\"margin:40px 0 0;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">A note on expiry day risk<\/h2>\n<aside aria-label=\"Risk note\" style=\"background:#FDF2F0;border-radius:14px;padding:20px 22px;font-size:16px;line-height:1.65;color:#1B2133;display:flex;flex-direction:column;gap:8px\"><strong style=\"color:#B4301E\">Cost is not the main risk on expiry day.<\/strong><span>SEBI\u2019s August 2026 study of trader profitability found that <a href=\"https:\/\/www.sebi.gov.in\/sebi_data\/attachdocs\/aug-2026\/1787233506209.pdf\" rel=\"nofollow\">87.7% of individual traders<\/a> in the equity derivatives segment made net losses in FY 2025\u201326, against 90.9% in FY 2024\u201325. Expiry day positions carry rapid time decay, and options can expire worthless. Reducing transaction costs changes the cost base of a strategy; it does not change the probability that the strategy is profitable. Trade only with money you can afford to lose.<\/span><\/aside>\n<h2 id=\"conclusion\" style=\"margin:40px 0 0;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">Conclusion<\/h2>\n<p style=\"margin:0\">On expiry day the usual cost structure of an options trade inverts. Statutory charges, which are percentages of premium value, fall away as premiums collapse. Brokerage, which is a flat per-order fee, does not. The result is that on a \u20b95 option, brokerage and its GST account for approximately 98% of the cost of the trade, and total charges consume close to 15% of the premium value. The cheaper the option and the more orders placed, the more completely the brokerage model determines what expiry day costs.<\/p>\n<aside aria-label=\"Open an account\" style=\"margin:8px 0;background:#0E1430;border-radius:16px;padding:26px 28px;display:flex;flex-wrap:wrap;align-items:center;justify-content:space-between;gap:18px\">\n<div style=\"flex:1 1 300px;display:flex;flex-direction:column;gap:6px\"><strong style=\"font-family:Sora,sans-serif;font-size:20px;line-height:1.35;color:#FFFFFF\">Remove the cost that does not scale<\/strong><span style=\"font-size:15px;line-height:1.6;color:#C9D1E6\">Open an options trading account with Navia \u2014 \u20b90 brokerage per order on eligible F&amp;O, with every statutory charge disclosed.<\/span><\/div>\n<p><a href=\"https:\/\/navia.co.in\/open-options-trading-account?utm_source=navia_blog&amp;utm_medium=interlink&amp;utm_campaign=expiry-day-trading-costs-brokerage&amp;utm_content=open-fando-account\" style=\"background:#ED4D37;color:#FFFFFF;font-weight:700;font-size:15px;padding:13px 22px;border-radius:10px;white-space:nowrap\">Open F&amp;O Account \u2192<\/a><\/aside>\n<p style=\"margin:0;font-size:14px;line-height:1.6;color:#5A6378;font-style:italic\">Educational content, not investment advice. Figures are illustrative; check current rates and lot sizes before you trade.<\/p>\n<div aria-label=\"Feedback\" style=\"margin:32px 0 0 !important;padding:0 !important;text-align:center\">\n<p style=\"margin:0 0 8px;text-align:center;font-size:22px;line-height:1.4;color:#1B2133;font-weight:700;font-family:inherit\"><strong style=\"font-weight:700\">Did you find this article helpful?<\/strong><\/p>\n<p style=\"margin:0;text-align:center;font-size:19px;line-height:1.5;color:#2A3145;font-family:inherit\">Your feedback helps us write better content.<\/p>\n<div style=\"text-align:center;margin:12px 0 0 !important;padding:0 !important\"><a href=\"https:\/\/feedback.navia.co.in\/blog-feedback?utm_source=navia_blog&amp;utm_medium=&amp;utm_campaign=&amp;blog_title=Expiry-Day-Trading-Costs&amp;blog_date=2026-10-26\" target=\"_blank\" rel=\"noopener\" style=\"display:inline-block !important;width:320px !important;max-width:100% !important;\"><img decoding=\"async\" src=\"https:\/\/navia.co.in\/blog\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-23-121134.png\" alt=\"Yes, helpful or Not quite\" style=\"display:block !important;width:100% !important;max-width:320px !important;height:auto !important;border:0;\"><\/a><\/div>\n<\/div>\n<h2 id=\"faq\" style=\"margin:24px 0 0 !important;padding-top:0 !important;font-family:Sora,sans-serif;font-size:clamp(23px,2.6vw,28px);font-weight:700;line-height:1.3;color:#223872;scroll-margin-top:24px\">Frequently Asked Questions<\/h2>\n<div style=\"display:flex;flex-direction:column;gap:14px;border-top:2px solid #E6E7EE;padding-top:26px\">\n<details style=\"background:#F1F1F2;border-radius:6px;margin:0 !important;padding:0 !important\">\n<summary style=\"list-style:none;cursor:pointer;display:flex !important;justify-content:space-between;align-items:center;gap:16px;padding:12px 22px !important;margin:0 !important;min-height:0 !important;line-height:1.4 !important\"><span style=\"display:block;margin:0;padding:0;font-family:Sora,sans-serif;font-size:17px;font-weight:700;line-height:1.4;color:#1B2133;flex:1 1 auto\">Which day is Nifty expiry in 2026?<\/span><span aria-hidden=\"true\" style=\"flex:none;font-size:16px;line-height:1;color:#1B2133;font-weight:700\">&#9662;<\/span><\/summary>\n<p style=\"margin:0;padding:0 24px 20px;font-size:16px;line-height:1.7;color:#2A3145\">Nifty 50 weekly contracts expire every Tuesday on NSE, and monthly contracts on the last Tuesday. Sensex weekly contracts expire every Thursday on BSE. The schedule changed for contracts expiring on or after 1 September 2025.<\/p>\n<\/details>\n<details style=\"background:#F1F1F2;border-radius:6px;margin:0 !important;padding:0 !important\">\n<summary style=\"list-style:none;cursor:pointer;display:flex !important;justify-content:space-between;align-items:center;gap:16px;padding:12px 22px !important;margin:0 !important;min-height:0 !important;line-height:1.4 !important\"><span style=\"display:block;margin:0;padding:0;font-family:Sora,sans-serif;font-size:17px;font-weight:700;line-height:1.4;color:#1B2133;flex:1 1 auto\">Why does brokerage matter more on expiry day?<\/span><span aria-hidden=\"true\" style=\"flex:none;font-size:16px;line-height:1;color:#1B2133;font-weight:700\">&#9662;<\/span><\/summary>\n<p style=\"margin:0;padding:0 24px 20px;font-size:16px;line-height:1.7;color:#2A3145\">Because statutory charges are percentages of premium value and premiums collapse near expiry, while brokerage is a flat per-order fee that does not change. Brokerage therefore becomes a far larger share of total cost.<\/p>\n<\/details>\n<details style=\"background:#F1F1F2;border-radius:6px;margin:0 !important;padding:0 !important\">\n<summary style=\"list-style:none;cursor:pointer;display:flex !important;justify-content:space-between;align-items:center;gap:16px;padding:12px 22px !important;margin:0 !important;min-height:0 !important;line-height:1.4 !important\"><span style=\"display:block;margin:0;padding:0;font-family:Sora,sans-serif;font-size:17px;font-weight:700;line-height:1.4;color:#1B2133;flex:1 1 auto\">What are option trading brokerage charges on a cheap option?<\/span><span aria-hidden=\"true\" style=\"flex:none;font-size:16px;line-height:1;color:#1B2133;font-weight:700\">&#9662;<\/span><\/summary>\n<p style=\"margin:0;padding:0 24px 20px;font-size:16px;line-height:1.7;color:#2A3145\">Identical to those on an expensive one, under a flat per-order model. A broker charging \u20b920 per order charges \u20b920 whether the option costs \u20b92 or \u20b9200.<\/p>\n<\/details>\n<details style=\"background:#F1F1F2;border-radius:6px;margin:0 !important;padding:0 !important\">\n<summary style=\"list-style:none;cursor:pointer;display:flex !important;justify-content:space-between;align-items:center;gap:16px;padding:12px 22px !important;margin:0 !important;min-height:0 !important;line-height:1.4 !important\"><span style=\"display:block;margin:0;padding:0;font-family:Sora,sans-serif;font-size:17px;font-weight:700;line-height:1.4;color:#1B2133;flex:1 1 auto\">Are option selling charges different from buying charges?<\/span><span aria-hidden=\"true\" style=\"flex:none;font-size:16px;line-height:1;color:#1B2133;font-weight:700\">&#9662;<\/span><\/summary>\n<p style=\"margin:0;padding:0 24px 20px;font-size:16px;line-height:1.7;color:#2A3145\">The charges are the same, but STT applies on the sell side and stamp duty on the buy side. For sellers of low-premium options, a flat brokerage consumes a larger share of the premium collected.<\/p>\n<\/details>\n<details style=\"background:#F1F1F2;border-radius:6px;margin:0 !important;padding:0 !important\">\n<summary style=\"list-style:none;cursor:pointer;display:flex !important;justify-content:space-between;align-items:center;gap:16px;padding:12px 22px !important;margin:0 !important;min-height:0 !important;line-height:1.4 !important\"><span style=\"display:block;margin:0;padding:0;font-family:Sora,sans-serif;font-size:17px;font-weight:700;line-height:1.4;color:#1B2133;flex:1 1 auto\">Does zero brokerage remove all expiry day costs?<\/span><span aria-hidden=\"true\" style=\"flex:none;font-size:16px;line-height:1;color:#1B2133;font-weight:700\">&#9662;<\/span><\/summary>\n<p style=\"margin:0;padding:0 24px 20px;font-size:16px;line-height:1.7;color:#2A3145\">No. STT, exchange transaction charges, the SEBI turnover fee, stamp duty and GST continue to apply and cannot be waived by any broker.<\/p>\n<\/details>\n<details style=\"background:#F1F1F2;border-radius:6px;margin:0 !important;padding:0 !important\">\n<summary style=\"list-style:none;cursor:pointer;display:flex !important;justify-content:space-between;align-items:center;gap:16px;padding:12px 22px !important;margin:0 !important;min-height:0 !important;line-height:1.4 !important\"><span style=\"display:block;margin:0;padding:0;font-family:Sora,sans-serif;font-size:17px;font-weight:700;line-height:1.4;color:#1B2133;flex:1 1 auto\">How do I calculate expiry day charges before trading?<\/span><span aria-hidden=\"true\" style=\"flex:none;font-size:16px;line-height:1;color:#1B2133;font-weight:700\">&#9662;<\/span><\/summary>\n<p style=\"margin:0;padding:0 24px 20px;font-size:16px;line-height:1.7;color:#2A3145\">Multiply expected premium by the current lot size to get premium value, apply the statutory rates to each leg, add brokerage per order and 18% GST on the fee-based charges. A brokerage calculator does this for a specific trade.<\/p>\n<\/details>\n<\/div>\n<footer aria-label=\"Disclaimer\" style=\"margin-top:28px;background:#F6F7FB;border-radius:12px;padding:20px 22px;display:flex;flex-direction:column;gap:10px;font-size:12.5px;line-height:1.65;color:#5A6378\">\n<p style=\"margin:0\"><strong style=\"color:#1B2133\">RISK DISCLOSURES ON DERIVATIVES:<\/strong> 9 out of 10 individual traders in the equity Futures &amp; Options segment incurred net losses. On average, loss-makers registered a net trading loss close to \u20b950,000. Over and above the net trading losses, loss-makers expended an additional 28% of net trading losses as transaction costs. Those making net trading profits incurred between 15% and 50% of such profits as transaction cost. (Source: SEBI study dated January 25, 2023.)<\/p>\n<p style=\"margin:0\"><strong style=\"color:#1B2133\">DERIVATIVES:<\/strong> Trading in F&amp;O involves substantial risk.<\/p>\n<p style=\"margin:0\">Navia Markets Ltd. &#183; SEBI Registration No. INZ000095034 &#183; NSE Member Code for CM, F&amp;O &amp; CD: 07708 &#183; BSE Clearing No. for CM, F&amp;O &amp; CD: 6341 &#183; MCX Member ID: 45345 &#183; NSDL DP ID: IN300378 &#183; CDSL DP ID: 12086500<\/p>\n<p style=\"margin:0\"><strong style=\"color:#1B2133\">DISCLAIMER:<\/strong> Investment in securities market are subject to market risks, read all the related documents carefully before investing. The securities quoted are exemplary and are not recommendatory. Brokerage will not exceed the SEBI prescribed limit. Full disclaimer: <a href=\"https:\/\/bit.ly\/naviadisclaimer\">https:\/\/bit.ly\/naviadisclaimer<\/a><\/p>\n<\/footer>\n<\/div>\n<\/article>\n<\/div>\n<p><\/main><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Quick answer On an ordinary trading day the statutory charges on an options trade are small but visible, and brokerage already accounts for most of what a trade costs. On expiry day they all but disappear. Every statutory charge is a percentage of premium value, and premiums collapse as expiry approaches, so those charges shrink [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":20481,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"ub_ctt_via":"","_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_feature_clip_id":0,"_jetpack_memberships_contains_paid_content":false,"footnotes":"","jetpack_post_was_ever_published":false},"categories":[185],"tags":[1313,1307,1311,1305,1308,1310,1304,1306,1309,1312],"class_list":["post-20474","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-options-trading","tag-expiry-day-costs","tag-expiry-day-trading","tag-fo-charges","tag-nifty-options","tag-nifty-weekly-expiry","tag-option-selling-charges","tag-option-trading-brokerage-charges","tag-options-trading-charges","tag-stt-on-options","tag-zero-brokerage-fo"],"aioseo_notices":[],"aioseo_head":"\n\t\t<!-- All in One SEO 5.0.1.1 - aioseo.com -->\n\t<meta name=\"description\" content=\"Option premiums collapse on expiry day; flat brokerage does not. 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