A college has buildings numbered from 1 through 60. What is the probability that a student will have their first class in a building number that is not a multiple of 8?

Give your answer as a fraction. Reduce the fraction if necessary.

Respuesta :

Multiples of 8 through 60 are 8, 16, 24, 32, 40, 48 and 56
No. of favorable outcomes= 7
Thus, P(E)=7/60

The probability that a student will have their first class in a building number that is not a multiple of 8 is 0.883.

What is the probability of an event?

The probability of an event is the chance of happening that particular event.

Given, a college has buildings numbered from 1 through 60.

Therefore, the total number of buildings is 60.

The building numbers that are multiple of '8' are 8, 16, 24, 32, 40, 48, 56.

The total number of buildings those are multiple of '8' is 7.

Therefore, the total number of buildings those are not multiple of '8' is

= (60 - 7)

= 53

Now, the required probability is

= 53/60

= 0.883

Learn more about probability here: https://brainly.com/question/17246486

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