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Sum=N*AVG ; as per we have 4 consecutive integers so its even

Even*Even = Even
Even*ODD= Even

so regardless of AVG value the sum will be even

Answer is B
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josemnz83
If n, p, q, and r are consecutive integers, what is their sum?

A Odd
B Even
C Cannot be determined

Solution:

Since n, p, q,and r are consecutive integers, p = n + 1, q = n + 2 and r = n + 3. Therefore, their sum, in terms of n, is n + (n + 1) + (n + 2) + (n + 3) = 4n + 6. Since both 4n and 6 are even, then (4n + 6) is always even regardless of what n is.

Answer: B
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josemnz83
If n, p, q, and r are consecutive integers, what is their sum?

A Odd
B Even
C Cannot be determined

In any case we have 2 odd numbers and 2 even numbers, as all 4 are consecutive integers.

Sum of two even numbers = even
Sum of two odd numbers = even

even + even = even

Ans B
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