Percent to Target Calculator
Calculate what percentage gain or loss is needed to move from a current price to a target price.
How to use this tool
- Enter the current market price.
- Enter your target price.
- Read the percentage change required and whether it is a gain or a loss from here.
Quickly see how far a price needs to move to reach your target, whether you are setting a take-profit level or planning an entry. Not financial advice.
Formula
$ Change = Target Price − Current Price
% Change = ($ Change ÷ Current Price) × 100
How it works
This tool calculates the percentage move required for an asset's price to reach a specified target, using the standard relative-change formula: the difference between target and current price divided by the current price, multiplied by 100. A positive result indicates a required gain; a negative result indicates a required loss. The calculation is point-in-time and assumes no compounding — it shows the single-step percentage move, not an annualised return.
Worked example
Worked example
- Current price = $40,000; target price = $60,000.
- Dollar change needed: $60,000 − $40,000 = $20,000.
- Percentage change: ($20,000 ÷ $40,000) × 100 = 50%.
- Since the result is positive, the direction is a Gain.
A 50% gain ($20,000 increase) is needed; direction = Gain
Key terms
- Percentage change
- The relative difference between two values expressed as a fraction of the starting value, multiplied by 100.
- Price target
- A projected future price level an investor or analyst expects an asset to reach.
- Upside / downside
- Terms describing the potential percentage gain (upside) or loss (downside) from the current price to a target.
- Basis point
- One hundredth of a percentage point (0.01%), often used when describing small price or rate changes.
- Risk/reward ratio
- Comparison of the potential gain to the potential loss for a given trade, used to evaluate whether a position is worthwhile.
Frequently asked questions
- Why does it take more to recover from a loss than the loss itself?
- A 50% drop requires a 100% gain to recover. For example: $100 → $50 (−50%) requires $50 → $100 (+100%). The asymmetry of percentage changes means larger losses need proportionally larger gains to recover.
- Can I use this for any asset?
- Yes — this calculator works for any asset with a price: stocks, crypto, commodities, or forex pairs.