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Princeton Review
A bowl is filled with consecutively numbered titles from 1 to \(x\). Joe pulls out a tile and uses it to construct Sequence \(Q\), which consists of 10 consecutive integers starting with the number drawn. If Joe then selects one number form Sequence \(Q\), what is the probability that the selected number is a multiple of 3?
1) The last number in Sequence \(Q\) is a prime number that is less than 20.
2) \(x \leq 10\)
OA A
A bowl is filled with consecutively numbered titles from 1 to \(x\). Joe pulls out a tile and uses it to construct Sequence \(Q\), which consists of 10 consecutive integers starting with the number drawn. If Joe then selects one number form Sequence \(Q\), what is the probability that the selected number is a multiple of 3?
1) The last number in Sequence \(Q\) is a prime number that is less than 20.
2) \(x \leq 10\)
OA A
