Question

A spinner has equal regions numbered 1 through 21. Given that the number is a multiple...

A spinner has equal regions numbered 1 through 21.

Given that the number is a multiple of 3, what is the probability that the spinner stopped on an even number?3

Given the number is even, what is the probability the spinner stopped on a multiple of 3?

Are the events "stop on even number" and "stop on multiple of 3" mutually exclusive? Why?

Are the events "stop on even number" and "stop on multiple of 3" independent? Why?

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