Solve the problem.
-The sum of the squares of two consecutive odd integers is 970 . Find the integers.
A) $21 , - 23$
B) 21,23
C) 21,23 or $- 21 , - 23$
D) $- 21 , - 23$

Question

Quizplus · Accepted Answer

The equation for the sum of the squares of two consecutive odd integers $n$ and $n + 2$ is $n^2 + (n + 2)^2 = 970$. Solving this equation gives $n = 21$ or $n = -23$, leading to the pairs (21, 23) and (-21, -23).

Solve the Problem 21,−2321 , - 2321,−23 B) 21,23 C) 21,23 Or

Solve the Problem $21 , - 23$ B) 21,23
C) 21,23 Or