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#30865

consecutive integers

inequalities

hard

100 sec

In a set of four consecutive odd integers, where the integers are ordered from least to greatest, the first integer is represented by $m$ . The difference between the product of $8$ and the third odd integer and the sum of the first and second odd integers is at most $15$ . Which inequality represents this situation?

A.

$8 (m + 4) - (m + (m + 2)) \leq 15$

B.

$8 (m + 4) - (m + (m + 2)) \geq 15$

C.

$(m + (m + 2)) - 8 (m + 4) \leq 15$

D.

$8 (m + 4) - (m + 2) \leq 15$