Repeat Problem 23 with the following events:
E = pointer lands on an odd number F = pointer lands on a prime number
Problem 23
A pointer is spun once on the circular spinner shown below. The probability assigned to the pointer landing on a given integer (from 1 to 5) is the ratio of the area of the corresponding circular sector to the area of the whole circle, as given in the table:

Given the events
E = pointer lands on an even number F = pointer lands on a number less than 4
(A) Find P(FE).
(B) Test events E and F for independence.

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3 Ped 3231