Checking the weather. 60% chance of rain at the bears football game. In the past, when it rains, bears win ,44% of the time and when it doesn't rain they lose 27% of the time. What's the probability that at the next game, the bears win in the rain??

Question

Checking the weather. 60% chance of rain at the bears football game. In the past, when it rains, bears win ,44% of the time and when it doesn't rain they lose 27% of the time. What's the probability that at the next game, the bears win in the rain??

Thanks

Answer 1

Didn't you ask this question before?

If the events are independent, the probability of both/all events occurring is determined by multiplying the probabilities of the individual events.

.60 * .44 = ?