Do Problem 22if one person is busy 3 evenings, one is busy2evenings, two are each busy one evening, and the rest are free every evening.

Short Answer

Expert verified

The required probability is 7202401.

Step by step solution

01

Given Information

One person is busy 3 evenings, one is busy 2 evenings, two are each busy one evening, and the rest are free every evening.

02

Definition of uniform sample spaces.

If a given experiment's sample space is known to be uniform, the probability of an event can be calculated using the event sizes and the sample space.

03

Find the Probability.

one person is busy 3 evenings, one is busy 2 evenings, two are each busy one evening, and the rest are free every evening.

The required probability is 4757672779=7202401.

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