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You need to calculate your mathematical expectation.For the winning case, your gain is: 0.624 x 1

For the losing case, your gain is: (1 - 0.624) x (-2)

(So, in each case, probability multiplied by the amount you would win/lose.)

Do the calculations, and add everything up. If the sum is positive, the game is in your favor.

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6y ago
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6y ago

Assuming that "62.4 chance" refers to "62.4% chance", then the expected win from each round is -0.128: a loss.

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Q: If you have a 62.4 chance of winning but if you lose you lose 2 but if you win you win 1. will you come out on top?
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