If o and p are even integers, which of the following is an odd integer?	Choose the correct choice
A) op + 2	B) o(p − 1)	C) o(o + 5)	D) 3o + 4p	E) (o + 3)(p − 1)
If o and p are even integers, then:   A. op + 2: even + even = even   B. o(p − 1): even(odd) = even   C. o(o + 5): even(odd) = even   D. 3o + 4p: even + even = even   E. (o + 3)(p − 1): (odd)(odd) = odd.   Answer is (o + 3)(p − 1).
<result>E</result>
If o and p are even integers, which of the following is an odd integer?