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Set \(X\) consists of all prime numbers less than \(60.\) Set \(Y\) consists of all integers which have a remainder of

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Set \(X\) consists of all prime numbers less than \(60.\) Set \(Y\) consists of all integers which have a remainder of

by Vincen » Thu Nov 26, 2020 11:55 am

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Set \(X\) consists of all prime numbers less than \(60.\) Set \(Y\) consists of all integers which have a remainder of \(2\) when divided by \(7.\) How many integer values are part of both sets?

A. None
B. One
C. Two
D. Three
E. Four

Answer: D

Source: Princeton Review
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