PipStart

Gain-Recovery Calculator

Estimate how many equal compounding periods it would take for a reduced balance to reach a chosen recovery target.

Estimated recovery time

5 periods

At 5.00% compounded growth per period
Current balance
USD 8000.00
Recovery target
USD 10000.00
Total gain needed
25.00%
Projected balance
USD 10210.25

How this calculation works

How many whole periods of a chosen constant gain would reach your target?

Formula in plain language

  • Balance after n periods = current balance × (1 + gain percentage ÷ 100) to the power n.
  • Choose the smallest whole number n for which that balance reaches or exceeds the target.

What the terms mean

Period
One repeated interval you choose, such as a month. The entered percentage is per period, not automatically an annual rate.
Whole periods
The tool does not stop partway through an interval. The final illustrated balance can therefore be above the target.

Worked example

This is a fixed teaching example, separate from your current inputs.

Choose USD, current balance 100, recovery target 144 and gain per period 20%. This rate is only for easy arithmetic.

  1. After one period: 100 × 1.20 = USD 120, below 144.
  2. After two periods: 120 × 1.20 = USD 144.
  3. Two is the first whole period count to reach the target.
  4. Total gain needed: (144 ÷ 100 − 1) × 100 = 44%.

Example result: 2 periods and an illustrated balance of USD 144.00.

What the result means

Growth applies to the changing balance, like repeatedly increasing a savings pot by the same percentage. This is a mathematical count, not a schedule for recovering trading losses.

What this does not tell you

The model assumes a positive, identical gain every period, with no losses, costs, deposits or withdrawals. Real trading cannot guarantee that sequence; the example is not a recommended or expected return.

This is an educational mathematical illustration, not a forecast, target or guarantee. Real returns are uneven and losses can continue.