Drawdown Recovery Calculator [Free Tool]
See the gain required to recover from any loss — and why the climb is always steeper than the fall. The clearest argument there is for keeping losses small.
Disclaimer: Trading financial instruments involves risk, and everything on this page is provided for educational purposes only. Nothing here is financial advice or a recommendation to buy or sell any instrument.
Recovery Needed
25.00%
Gain required to get back to breakeven
A 20% loss is not undone by a 20% gain — you need 25.00%. This is why drawdowns compound against you.
How is this calculated?
Recovery = (100 ÷ (100 − Drawdown) − 1) × 100
Example: a 50% drawdown needs a 100% gain to recover.
Read the full user guide
Every parameter, formula, and worked example — a complete reference for this tool.
How much gain is needed to recover a loss?
Recovery math is brutally asymmetric, and this calculator makes it concrete. Lose 10% and you need 11.1% to get back to even; lose 50% and you need a full 100% to recover the same account. The reason is simple — every recovery gain is calculated on a smaller base, so the percentage required always exceeds the percentage lost. Understanding this is the clearest argument there is for keeping losses small in the first place.
Key concepts
Asymmetry
A loss of x% needs more than x% gain to recover, because the gain applies to a smaller base.
Recovery gain
The percentage increase from the drawdown value back to the original value.
A worked example with real numbers
- 1
Enter the loss
Your account fell 30% from its peak.
- 2
Compute the required gain
Required gain = (1 ÷ (1 − 0.30)) − 1 = 1 ÷ 0.70 − 1 = 42.86%.
- 3
Read the asymmetry
A 30% loss needs a 43% gain just to get back to even — the gain must exceed the loss because it is earned on a smaller base.
- 4
Test the extreme
At a 50% loss, recovery needs a full 100% gain. The deeper the loss, the steeper the climb back.
How to use it
Enter the loss
The percentage or dollar decline.
Read the required gain
The percentage needed to get back to the starting value.
The formula, step by step
Recovery
Required gain % = (1 ÷ (1 − Loss%)) − 1
e.g. a 50% loss requires a 100% gain.
Mistakes traders make
✗ Thinking a 20% gain recovers a 20% loss
✓The required percentage is always larger than the loss. The math is asymmetric because recovery happens on the smaller, post-loss balance.
✗ Letting losses run because 'it will come back'
✓The deeper the loss, the rarer the recovery. Cutting losses early preserves the base the climb must start from.
✗ Treating recovery math as a prediction of time
✓The formula tells you the size of the required gain, not how long it will take or whether it will happen at all.
When this tool fits — and when it does not
Use it when
- ✓After any meaningful drawdown, to size up the climb ahead.
- ✓As a risk-management reminder when deciding how much loss to tolerate.
- ✓When explaining why capital preservation beats chasing returns.
Skip it when
- ✗Trading larger to 'recover faster' — that accelerates the loss instead.
- ✗Assuming the historical recovery gain will be achieved on schedule.
- ✗Reading recovery percentages as standalone decisions without a plan.
Practical tips that actually help
Small losses are the whole strategy
A 10% loss needs only an 11% recovery. Keeping losses small keeps recovery within reach — that is the real edge.
Calculate the number before the trade
If a position could realistically lose 40%, know that recovery needs 67% before you accept the risk.
Let the math enforce discipline
When tempted to widen a stop, compute the recovery on the new worst case. The number usually talks you out of it.
Related & next steps
Frequently asked questions
Why is recovery harder than the loss?▾
The required gain is calculated on the smaller, post-loss balance, so the same dollar recovery is a larger percentage of what remains.
What loss should make me start worrying?▾
There is no magic number, but the recovery numbers compound quickly beyond about 20–25%. A 30% loss needs ~43% to recover, and by 50% the required gain is 100% — the point is to prevent losses from ever reaching those depths.
Does the same math apply to a single trade or the whole account?▾
Both. Any percentage decline, whether it is one big losing trade or a long drawdown on the account, follows the same recovery formula.
Why do professional traders emphasize cutting losses fast?▾
Because of this math. A small loss needs a slightly larger gain to recover; a large loss needs an enormous one. Keeping losses small preserves the base the recovery must rebuild from.
How does recovery relate to drawdown?▾
Drawdown measures the decline from the peak; recovery is the flip side — how much gain it takes to climb back to that peak. Drawdown quantifies the fall, recovery quantifies the climb.
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Recovery math is a basic percentage relationship and does not account for returns or time.
Disclaimer: The tools and content on this site are provided for educational purposes only and do not constitute investment advice. Trading and investing involve a substantial risk of loss, and past performance does not guarantee future results.