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Set \(X\) consists of eight consecutive integers. Set \(Y\) consists of all the integers that result from adding \(4\)

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Set \(X\) consists of eight consecutive integers. Set \(Y\) consists of all the integers that result from adding \(4\)

by VJesus12 » Sun Mar 07, 2021 2:37 pm

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Set \(X\) consists of eight consecutive integers. Set \(Y\) consists of all the integers that result from adding \(4\) to each of the integers in set \(X\) and all the integers that result from subtracting \(4\) from each of the integers in set \(X.\) How many more integers are there in set \(Y\) than in set \(X ?\)

A. 0
B. 4
C. 8
D. 12
E. 16

Answer: C

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