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Answer :
Final answer:
The expected number of sedans to be reserved when making 3 random reservations from a pool of 21 SUVs and 6 sedans is 2.
Explanation:
The student is asking about the expected number of sedans that will be reserved given a random selection process from a pool of 21 SUVs and 6 sedans, with 3 reservations being made. To calculate the expected number of sedans, we can use the concept of mathematical expectation.
Since there are a total of 27 vehicles (21 SUVs + 6 sedans), the probability of selecting a sedan for one reservation is 6/27. Because there are three independent reservations, we can multiply the probability of selecting a sedan by the number of reservations:
Expected number of sedans = probability of selecting a sedan times number of reservations
Expected number of sedans = (6/27) times 3
To calculate:
Expected number of sedans = 2/3 times 3
= 2
Therefore, the expected number of sedans to be reserved is 2.
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