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 sales person 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?
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 sales person 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?
Chapter10: Polynomials
Section10.1: Add And Subtract Polynomials
Problem 10.15TI: Subtract: (4n27n3)from (8n2+5n3).
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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 sales person 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?
Transcribed Image Text:A P(SUV and not black) =
3
3
B_P(SUV and not black) ==-
5
CP(SUV and not black)==--
9
2
D P(SUV and not black) ==
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