Find two consecutive even integers whose product is 224.
A) $- 14 , - 16$
B) $14 , - 16$
C) 14,16 or $- 14 , - 16$
D) 14,16

Name: Find two consecutive even integers whose product is 224. A) $- 14 , - 16$ B) $14 , - 16$ C) 14,16 or $- 14 , - 16$ D) 14,16
Brand: Quizplus
Rating: 4.9 (38 reviews)

Question

Find two consecutive even integers whose product is 224. 
A) $- 14 , - 16$
B) $14 , - 16$
C) 14,16 or $- 14 , - 16$
D) 14,16

Quizplus · Accepted Answer

The correct consecutive even integers whose product equals 224 are both 14, 16, and -14, -16. This is because both $14 \times 16 = 224$ and $(-14) \times (-16) = 224$, satisfying the condition for consecutive even integers whose product is 224.

Find Two Consecutive Even Integers Whose Product Is 224 −14,−16- 14 , - 16−14,−16

Find Two Consecutive Even Integers Whose Product Is 224 $- 14 , - 16$