Solve the problem
-Find two consecutive even integers whose product is 1520.
A) $38 , - 40$
B) 38,40
C) 38,40 or $- 38 , - 40$
D) $- 38 , - 40$

Question

Solve the problem
-Find two consecutive even integers whose product is 1520. 
A) $38 , - 40$
B) 38,40
C) 38,40 or $- 38 , - 40$
D) $- 38 , - 40$

Quizplus · Accepted Answer

The equation for two consecutive even integers whose product is 1520 can be set up as $x(x + 2) = 1520$. Solving this quadratic equation, we find two sets of solutions: $x = 38$ and $x = -40$, which gives us the pairs (38, 40) and (-38, -40).

Solve the Problem -Find Two Consecutive Even Integers Whose Product 38,−4038 , - 4038,−40

Solve the Problem
-Find Two Consecutive Even Integers Whose Product $38 , - 40$