Question

You play two unrelated games, one after the other. There is a 30% chance of winning the first game, and there is a 20% chance of winning the second game. Use the product formula for independent events to find the probability that you win both games.

Answer 1

There's a 6% probability that you win both games.

Given that you play two unrelated games, one after the other, and there is a 30% chance of winning the first game, and there is a 20% chance of winning the second game, in order to find the probability that you win both games, the following calculation has to be done:

• 0.3 x 0.2 = X
• 0.06 = X
• 0.06 x 100 = X
• 6 = X

Therefore, there's a 6% probability that you win both games.

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