Solve the problem.
-The product of two consecutive odd integers is 195 . Find all pairs of integers that satisfy this condition.
A) -15 and $-13,13$ and 15
B) -15 and 15
C) -15 and $13,-13$ and 15
D) -15 and 13

Question

Quizplus · Accepted Answer

The two consecutive odd integers that multiply to 195 are -15 and -13, and 13 and 15. To find these pairs, one can set up an equation $n(n + 2) = 195$ and solve for n, or simply factor 195 to find pairs of odd numbers that multiply to 195.

Solve the Problem −13,13-13,13−13,13 And 15 B) -15 and 15 C) -15 And

Solve the Problem $-13,13$ And 15
B) -15 and 15
C) -15 And