A researcher randomly selects 165 vehicles and sees how many miles each car has been driven and the color of the vehicle. The two-way table displays the data. Suppose a vehicle is randomly selected. Let M = the vehicle has been driven many miles and B = the vehicle is blue. Which of the following is the correct value and interpretation of P(B|M)?

A. P(B|M) = 0.36; given that the vehicle color is blue, there is a 0.36 probability that it has been driven many miles.

B. P(B|M) = 0.36; given that the vehicle has been driven many miles, there is a 0.36 probability that the color is blue.

C. P(B|M) = 0.54; given that the vehicle color is blue, there is a 0.54 probability that it has been driven many miles.

D. P(B|M) = 0.54; given that the vehicle has been driven many miles, there is a 0.54 probability that the color is blue.