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Use this expected value calculator to quickly determine whether a bet is mathematically profitable. By entering the bookmaker’s odds, your estimated win probability, and your stake amount, you can instantly calculate the expected value of a wager and see whether it qualifies as a positive EV (+EV) or negative EV (-EV) opportunity.
Simply input your probability percentage, the odds offered, and how much you plan to bet. The calculator will show your implied probability, probability edge, break-even percentage, expected value, and projected ROI within seconds.
If you want a deeper explanation of how professional bettors use +EV strategies long term, read our full +EV betting guide.
Use the calculator above to determine whether your bet has positive or negative expected value based on your own probability estimate.
Enter your numbers and click calculate to see the result instantly.
Follow these simple steps to calculate the expected value of your bet:
If the result is positive, the bet has a mathematical edge. If it is negative, the bet is expected to lose money over time.

The expected value of a bet is calculated using the following formula:
EV = (Probability × Profit Per Win) − (Loss Probability × Stake)
This formula measures the average amount you can expect to win or lose per bet based on your estimated probability and the odds offered.
If the final EV number is positive, the bet has positive expected value. If it is negative, the bet is expected to lose money over time.
Expected value is a standard concept in probability theory used to measure the average outcome of repeated events. You can read more about the mathematical definition of expected value on educational resources such as Wikipedia.
Let’s use a simple example to see how expected value works in practice.
First, calculate the potential profit if the bet wins:
Profit per win = (2.00 − 1) × $100 = $100
Loss probability = 1 − 0.55 = 0.45
Now apply the EV formula:
EV = (0.55 × 100) − (0.45 × 100)
EV = 55 − 45
EV = $10
This means the bet has a positive expected value of $10 per $100 wagered, based on your probability estimate.
A positive expected value (EV) means that, based on your probability estimate, the bet is profitable over many similar wagers. If you were to place the same type of +EV bet repeatedly under the same conditions, the average outcome would be positive over time.
A negative expected value (EV) means the bet is expected to lose money over many similar attempts. Even if it wins occasionally, the long-term average result would trend negative.
It’s important to understand that EV does not guarantee short-term results. A positive EV bet can still lose on any single attempt. Expected value reflects long-term expectation, not immediate outcomes.
If you’re analysing your bets seriously, you may also find these tools useful:
Using these calculators together helps you evaluate edge, manage risk, and structure your betting decisions more effectively.
To estimate win probability, use your own analysis such as team form, player statistics, historical data, or model projections. Enter your best percentage estimate into the calculator to compare it against the bookmaker’s implied probability.
A good EV percentage is any positive value. The higher the positive EV, the stronger the mathematical edge based on your probability estimate. Even small positive percentages can add up over many similar bets.
Your EV is negative when your estimated probability is lower than the break-even probability implied by the odds. This means the bet is expected to lose money on average based on your inputs.
Yes, but you must first convert your parlay into combined decimal odds and estimate the overall win probability. Then enter those values into the calculator to determine the expected value.
No. Expected value reflects long-term expectation, not short-term results. A positive EV bet can still lose on a single attempt, but over many similar bets, the average result should trend positive based on your estimates.