The Same Risk on Gold and on an Index
Posted: Thu Oct 29, 2026 10:12 am
The Same Risk on Gold and on an Index
Scenario: a 10,000-dollar account, 1 percent risk, which is 100 dollars. Two trades: gold with a stop of 8 dollars, where one lot is 100 ounces, and an index with a stop of 40 points, where one point is worth 10 dollars per lot.
Gold. A one-dollar move on one lot is 100 dollars. An 8-dollar stop risks 800 dollars per lot. Lot size: 100 divided by 800, which is 0.125, rounded down to 0.12. Actual risk: 96 dollars.
Index. A 40-point stop risks 400 dollars per lot. Lot size: 100 divided by 400, which is 0.25. Actual risk: 100 dollars.
Compare with EUR/USD at a 25-pip stop. Risk per lot is 250 dollars, so the lot size is 0.40.
So the same 100-dollar risk gives 0.12 lots on gold, 0.25 on the index, and 0.40 on EUR/USD. A single habitual lot size across all three would produce very different risks: at 0.40 lots, gold would risk 320 dollars, the index 160, and EUR/USD 100.
Now compare notional exposure. Gold at 2,000 dollars: 0.12 lots is 24,000 dollars. The index at 18,000: 0.25 lots is 45,000 dollars. EUR/USD at 1.10: 0.40 lots is 44,000 dollars. The notional values are similar, but the risk per unit of notional differs, because the stops are different fractions of price.
The lesson: size from the stop and the tick value, never from the lot number.
Exercise: compute your standard risk on three instruments with realistic stops.
Scenario: a 10,000-dollar account, 1 percent risk, which is 100 dollars. Two trades: gold with a stop of 8 dollars, where one lot is 100 ounces, and an index with a stop of 40 points, where one point is worth 10 dollars per lot.
Gold. A one-dollar move on one lot is 100 dollars. An 8-dollar stop risks 800 dollars per lot. Lot size: 100 divided by 800, which is 0.125, rounded down to 0.12. Actual risk: 96 dollars.
Index. A 40-point stop risks 400 dollars per lot. Lot size: 100 divided by 400, which is 0.25. Actual risk: 100 dollars.
Compare with EUR/USD at a 25-pip stop. Risk per lot is 250 dollars, so the lot size is 0.40.
So the same 100-dollar risk gives 0.12 lots on gold, 0.25 on the index, and 0.40 on EUR/USD. A single habitual lot size across all three would produce very different risks: at 0.40 lots, gold would risk 320 dollars, the index 160, and EUR/USD 100.
Now compare notional exposure. Gold at 2,000 dollars: 0.12 lots is 24,000 dollars. The index at 18,000: 0.25 lots is 45,000 dollars. EUR/USD at 1.10: 0.40 lots is 44,000 dollars. The notional values are similar, but the risk per unit of notional differs, because the stops are different fractions of price.
The lesson: size from the stop and the tick value, never from the lot number.
Exercise: compute your standard risk on three instruments with realistic stops.