Question

This season, the probability that the Yankees will win a game is a 0.6 and the

Answer 1

Thus, the probability that the Yankees would score more than 5 runs when they loose the game is 0.176 if the probability that the Yankees will loose a game is 0.4

How does probability work?

In other terms, the probability is a number that indicates the likelihood that an event will occur and is defined as the ratio of favorable outcomes to all outcomes.

The Yankees' chances of winning a game are P(win) = 0.6.

P(loose) = 1-0.6=0.4 is the likelihood that the Yankees will lose a game.

According to these odds, the Yankees are likely to score five or more runs in a contest:

P(s>5) = 0.44

The likelihood that the Yankees lose and manage to score no more than five runs is:

P(s<5) = 0.34

To determine the likelihood that the Yankees would score five or more runs in a loss:

When the odds of one occurrence and another event are combined, the resulting probabilities are multiplied:

= P(loose)×P(s<5)

= 0.4×0.44

= 0.176

Thus, the probability that the Yankees would score more than 5 runs when they loose the game is 0.176 if the probability that the Yankees will loose a game is 0.4

To know more about probability , visit:

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