Tools  /  Drawdown Recovery

Drawdown Recovery

Why a 50% loss needs a 100% gain to break even — the asymmetry that quietly ends most trading accounts.

Your drawdown

Past −30%, recovery stops being a project and becomes a rebuild.

Why it's asymmetric

Recovery = 1 ÷ (1 − DD) − 1

Losses shrink the base the recovery must grow from. Lose half, and the remaining half has to double. The dashed line in the chart is what symmetry would look like — reality bends away from it fast.

!
This is why survival beats aggression.

A 30% drawdown needs +42.9% just to get back to flat — earned on a smaller base, usually while confidence is at its lowest. The cheapest fix is refusing to take drawdowns this deep in the first place.

RECOVERY REQUIRED vs DRAWDOWN−30% → +42.9%
Required gainIf losses were symmetric
Capital remaining
70%
What the recovery has to work with
Asymmetry factor
1.43×
Required gain ÷ loss taken
Drawdown
Gain to break even
5%
+5.3%
10%
+11.1%
20%
+25.0%
30%
+42.9%
50%
+100%
70%
+233%
90%
+900%
Months to recover −30%
at 2%/mo
at 5%/mo
at 10%/mo
Compounding monthly
18.0
7.3
3.7

Frequently asked questions

Why is recovery asymmetric?

Because the gain has to be earned on a smaller base. Lose 50% and only half the account remains — that half must double just to get back to flat. The formula 1 ÷ (1 − DD) − 1 is that shrinking-base effect written down.

Does this apply to leveraged accounts too?

Identically — leverage just gets you to the deep drawdowns faster. The asymmetry is a property of percentages themselves, not of any instrument or account type.

What is a realistic monthly recovery rate?

Be honest with the months-to-recover table: sustained double-digit monthly returns are rare, and chasing them after a drawdown is how a −30% hole becomes a −60% one. Most durable recoveries are built on the same small edge that should have prevented the hole.