Question / Refer to your two-way table from the previous question: Of the 30 vehicles for lease on a lot, 18 are SUVs and the rest are full-size sedans. There are 12 black vehicles on the lot, 4 of which are sedans. A salesperson chooses a random vehicle on the lot for a customer to test drive. What is the probability that the vehicle chosen is a SUV that is not black? A P(SUV and not black)==-1 P(SUV and not black)==-1 P(SUV and not black)= = P(SUV and not black) - - B C D
Question / Refer to your two-way table from the previous question: Of the 30 vehicles for lease on a lot, 18 are SUVs and the rest are full-size sedans. There are 12 black vehicles on the lot, 4 of which are sedans. A salesperson chooses a random vehicle on the lot for a customer to test drive. What is the probability that the vehicle chosen is a SUV that is not black? A P(SUV and not black)==-1 P(SUV and not black)==-1 P(SUV and not black)= = P(SUV and not black) - - B C D
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Transcribed Image Text:MULTIPLE CHOICE
Question 7
Refer to your two-way table from the previous question: Of the 30 vehicles for lease on a
lot, 18 are SUVs and the rest are full-size sedans. There are 12 black vehicles on the lot, 4 of
which are sedans. A salesperson chooses a random vehicle on the lot for a customer to
test drive.
What is the probability that the vehicle chosen is a SUV that is not black?
A
P(SUV and not black) ==
P(SUV and not black)
=
P(SUV and not black) -
P(SUV and not black) = 1/2
B
C
D
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