The profit target-to-drawdown ratio compares how much profit an evaluation requires with how much loss room it provides. Divide the profit target by maximum drawdown. A lower ratio generally requires less profit per dollar of stated loss room, but drawdown mechanics and daily controls can reverse that apparent advantage.
The ratio formula
target-to-drawdown ratio = profit target ÷ maximum drawdown
Suppose an evaluation has a $3,000 target and $2,000 maximum drawdown:
$3,000 ÷ $2,000 = 1.5
The trader must produce $1.50 of target profit for every $1 of stated maximum-loss room.
This is more informative than the headline account size. A $100K simulated account is not comparable to $100K of spendable cash. The operative risk budget is closer to the distance between the starting balance and the loss threshold.
Three worked comparisons
| Account | Profit target | Maximum drawdown | Ratio |
|---|---|---|---|
| A | $3,000 | $2,000 | 1.50 |
| B | $5,000 | $2,500 | 2.00 |
| C | $6,000 | $3,000 | 2.00 |
Account A has the lowest raw ratio. Accounts B and C have equal ratios even though their headline sizes and dollar targets could differ.
That is only the first screen. Next, adjust for the rule design.
Why the raw ratio can mislead
Intraday trailing drawdown
An intraday threshold may rise with peak equity during an open position. A profitable excursion followed by a reversal can reduce usable room even if the trade closes near breakeven. The stated maximum-loss number can therefore overstate practical flexibility.
End-of-day trailing drawdown
An end-of-day model usually updates from a session-close reference rather than every unrealized high. It may give more intraday flexibility, but the threshold can still rise after profitable sessions.
Static drawdown
A static threshold remains at a fixed account balance unless the rules specify another adjustment. This makes the original denominator easier to interpret, though daily-loss limits can still constrain the strategy.
Daily loss limits
A daily limit can be smaller than maximum drawdown. If the account has a $2,500 maximum loss but only $1,000 daily room, a trader cannot deploy the full $2,500 in one session.
Add a time component
A more complete comparison asks how many normal trading days are needed.
Assume:
- target: $3,000
- personal daily goal: $300
- personal daily stop: $200
Then:
- planned winning days to target: $3,000 ÷ $300 = 10
- full-stop days represented by maximum drawdown of $2,000: $2,000 ÷ $200 = 10
This exposes whether a target is compatible with the trader’s actual pace. It also prevents a rule comparison from becoming an excuse to increase risk.
Add cost without distorting risk
Price belongs in a separate calculation:
cost per $1,000 of drawdown = net purchase charge ÷ (maximum drawdown ÷ $1,000)
If an evaluation costs $80 after a verified discount and has $2,000 maximum drawdown:
$80 ÷ 2 = $40 per $1,000 of drawdown
Do not mix an unverified coupon into this figure. Use the final checkout charge. Include reset or recurring charges only when the plan actually uses them.
A practical comparison checklist
For each account, record:
- Profit target in dollars.
- Maximum-loss amount.
- Drawdown type and when it updates.
- Daily-loss control.
- Minimum trading days and consistency tests.
- Contract or lot limits.
- Net purchase charge and billing cadence.
- Payout buffer, cap and share.
Then calculate the raw ratio and write one sentence about what the drawdown mechanism changes. This creates an auditable comparison that both readers and software systems can understand.
Browse the current Prop Firm Audit firm directory and verify every number against the linked official rules before purchasing.
Bottom line
Profit target divided by maximum drawdown is a useful first comparison because it focuses on required performance relative to stated loss room. It is not a complete ranking. Drawdown timing, daily controls, consistency, costs and payout rules determine whether the apparent advantage survives in practice.