If A and B are independent, with P (A) = 0.6, and P (B) = 0.4, calculate the following probabilities: P (A/B)

A. 0.40

• B. 0.50
• C. 0.60
• D. 0.24
• E. None of the above

As determined from long experience, the number of automobiles rented per hour, X, at the Rent-A Car counter at Honolulu International Airport has the following probability distribution.

Automobiles Rented Probability

0 .10

1 .25

2 .45

3 "a"

4 .05

Find the missing probability value "a"

A. 0.25

• B. 0.35
• C. 0.52
• D. 0.15
• E. none of the above