Risk Management for Gold Trading
Size gold positions by euro risk and understand leverage, contract sizes and gaps.
What you will learn
- How leverage and margin work for gold CFDs and futures
- Why contract size matters for small accounts
- How to calculate a position size from a fixed euro risk
- Why gaps can make a real loss larger than the planned loss
Explanation
Good analysis without risk control is not enough. Risk management decides how much you can lose on one trade.
Leverage and margin
Leverage lets you control a position larger than your deposit. The deposit is the margin. Under ESMA rules for retail clients in the EU, the maximum leverage on a gold CFD is 20:1, meaning a margin of at least 5% of the position value. ESMA also requires a margin close-out rule and negative balance protection for retail CFD accounts. Check your broker's current terms. Leverage multiplies losses as well as gains, and leveraged products can lose money very quickly.
Contract sizes
A widely traded US gold futures contract covers 100 troy ounces, so a $1 move changes its value by $100. A micro contract covers 10 ounces ($10 per $1 move). CFD brokers often allow small sizes, but the size of "1 lot" differs between brokers, so read the contract specification.
Position sizing
Start from the amount you are prepared to lose, not from the amount you want to buy. Many traders limit risk per trade to a small fixed percentage of the account. The formula is:
position size = euro risk ÷ (stop distance per unit in euros)
Always round down, so the planned risk is not exceeded.
Gaps
A gap is a jump in price with no trading in between, for example over a weekend or after unexpected news. A stop order becomes a market order when triggered and may be filled far beyond the stop price. So the planned risk is not the maximum possible loss.
Worked example
Hypothetical example: Jonas has a €10,000 account and risks 1% per trade. He uses the trade plan from lesson 8: buy gold at $2,400, stop at $2,355. EUR/USD = 1.20. The CFD unit is 1 troy ounce, tradable in steps of 0.1. Spread and financing are excluded.
- Euro risk: €10,000 × 1% = €100.
- Stop distance: $2,400 − $2,355 = $45 per ounce; in euros $45 ÷ 1.20 = €37.50 per ounce.
- Position size: €100 ÷ €37.50 ≈ 2.67 ounces; round down to 2.6 ounces.
- Planned loss at the stop: 2.6 × €37.50 = €97.50.
- Notional value: 2.6 × $2,400 = $6,240, or $6,240 ÷ 1.20 = €5,200.
- Margin at 20:1 (5%): €5,200 × 5% = €260.
- Gap case: gold opens $90 lower after a weekend. Loss: 2.6 × $90 = $234, or $234 ÷ 1.20 = €195, almost twice the planned €97.50.
Futures check: one full contract with a $45 stop risks 100 × $45 = $4,500 (€3,750). One micro contract risks 10 × $45 = $450 (€375), or 3.75% of the account. Both are too large for a 1% rule on this account.
Common mistake
Practice activity
Hypothetical: account €8,000, risk 1.5% per trade. You plan to sell gold at $2,500 with a stop at $2,540. EUR/USD = 1.25. CFD unit 1 ounce in steps of 0.1. (a) Calculate the euro risk. (b) Calculate the stop distance in euros per ounce. (c) Calculate the position size.
Show solution
(a) €8,000 × 1.5% = €120. (b) $40 ÷ 1.25 = €32 per ounce. (c) €120 ÷ €32 = 3.75 ounces; round down to 3.7 ounces. Planned loss: 3.7 × €32 = €118.40.
Limitations: Currency rates change while the trade is open, which slightly changes the euro value of the loss.
Key takeaways
- Retail gold CFDs in the EU are limited to 20:1 leverage under ESMA rules; leverage multiplies losses.
- Contract size decides whether a trade fits your account; full futures are often too large.
- Position size = euro risk ÷ stop distance in euros; always round down.
- Gaps and slippage can make the real loss larger than the planned loss.
Next step
In the final lesson, you will see how gold can fit into a long-term plan and learn the German tax basics for physical gold.
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