Solve the problem.
-Find two consecutive odd integers whose product is 3 .
A) 1,3
B) $- 1 , - 3$
C) 1,3 or $- 1 , - 3$
D) $1 , - 3$

Question

Quizplus · Accepted Answer

The product of two consecutive odd integers that equals 3 can be found by setting up the equation $n(n + 2) = 3$, where $n$ and $n + 2$ are the consecutive odd integers. Solving this equation directly might be complex, but checking the given options, both sets (1, 3) and (-1, -3) satisfy the condition of being consecutive odd integers whose product is 3. Therefore, both sets are correct.

Solve the Problem −1,−3- 1 , - 3−1,−3 C) 1,3 Or −1,−3- 1 , - 3−1,−3

Solve the Problem $- 1 , - 3$ C) 1,3 Or $- 1 , - 3$