Most betting calculators tell you how much you could win from a given stake. This Target Profit Calculator works in reverse: it tells you how much you would need to stake to reach a specific net profit target.
Enter your desired profit and the available odds. The calculator estimates the required stake, total return, implied probability, and risk as a percentage of your bankroll.
Important: a target profit does not make a bet safer or better value. Low odds can require a very large stake to reach a modest profit target. Use this calculator to understand the risk required before placing a bet, not to chase losses or force a financial goal.
Target Profit Calculator
Calculate the stake required to reach a specific net profit target.
How to Use the Target Profit Calculator
- Enter target profit: This is the net profit you want to make if the bet wins. It does not include the returned stake.
- Select odds format: Use decimal, American, or fractional odds.
- Enter the odds: Add the price available from the sportsbook.
- Optional: enter bankroll: The calculator shows how much of your bankroll the required stake would risk.
- Review the result: Check required stake, total return, implied probability, and risk level.
Target Profit Formula
The basic formula is:
Required Stake = Target Profit ÷ (Decimal Odds – 1)
For example, if you want $500 profit at odds of 1.40, the calculation is:
$500 ÷ (1.40 – 1) = $1,250
That means you would need to risk $1,250 to make $500 profit. The total return if the bet wins would be $1,750, including your returned stake.
Worked Example: Low Odds Require High Stakes
Suppose you want to make $100 profit at decimal odds of 1.25.
- Target profit: $100
- Decimal odds: 1.25
- Required stake: $100 ÷ 0.25 = $400
- Total return if the bet wins: $500
The selection may be priced as likely to win, but the required stake is four times the target profit. This is why target-profit staking can become dangerous at short odds.
Worked Example: Higher Odds Require Lower Stakes
If your target profit is $100 and the odds are 3.00, the calculation is:
$100 ÷ (3.00 – 1) = $50
The required stake is lower, but the implied probability is also lower. Higher odds reduce the stake required, but they usually mean the outcome is less likely.
Why Target-Profit Betting Can Be Misleading
A target-profit approach starts with the amount you want to win, not with the quality of the bet. That can be risky. A bet should first be evaluated by price, probability, expected value, and bankroll risk. The target profit should come after that analysis.
| Input | Why it matters |
|---|---|
| Target profit | Determines the amount you want to win. |
| Odds | Determines how much stake is required to reach that profit. |
| Bankroll | Shows whether the required stake is reasonable or too large. |
| Implied probability | Shows the break-even probability created by the odds. |
Target Profit vs Value Betting
Target profit and value betting are different concepts. A target profit tells you how much to stake to win a certain amount. Value betting asks whether the odds are higher than they should be based on the true probability.
A bet can reach your target profit and still be poor value. A bet can also be good value but too volatile or too large for your bankroll. This is why the calculator includes bankroll-risk output.
Limitations
This calculator does not tell you whether a bet is profitable in expected value terms. It only calculates the stake required for a target profit. It does not include bookmaker margin, probability model error, limits, taxes, exchange commission, or cash-out effects.
Do not use target-profit staking to chase losses. If the required stake is large relative to your bankroll, the safer decision may be to skip the bet or lower the target.
Frequently Asked Questions
How do I calculate the stake needed for a target profit?
Divide the target profit by decimal odds minus 1. For example, to win $100 at odds of 2.50, calculate $100 ÷ 1.50 = $66.67 required stake.
Does target profit include the returned stake?
No. Target profit means net profit. The total return includes both the profit and the returned stake.
Why do low odds require such a large stake?
Low odds have a small profit margin per dollar staked. For example, odds of 1.25 only make $0.25 profit per $1 staked, so a larger stake is needed to reach the same profit target.
Can this calculator tell me if a bet is good value?
No. It only calculates required stake. To judge value, compare the odds’ implied probability with your own estimated true probability.
Should I use this calculator to chase losses?
No. Increasing stake size to recover losses can quickly create excessive bankroll risk. Use the calculator to understand risk, not to force a recovery target.