The numbers $$m, n,$$ and $$K$$ are all positive integers. Given that $$m$$ is a factor of $$K,$$ that $$n$$ is also a

This topic has expert replies
Moderator
Posts: 1115
Joined: 29 Oct 2017
Thanked: 1 times
Followed by:5 members

The numbers $$m, n,$$ and $$K$$ are all positive integers. Given that $$m$$ is a factor of $$K,$$ that $$n$$ is also a

by M7MBA » Wed Sep 23, 2020 12:12 am

00:00

A

B

C

D

E

Global Stats

The numbers $$m, n,$$ and $$K$$ are all positive integers. Given that $$m$$ is a factor of $$K,$$ that $$n$$ is also a factor of $$K,$$ and $$m < n,$$ which of the following must also be a positive integer factor of $$K?$$

A. $$m + n$$

B. $$mn$$

C. $$\dfrac{n^2}{m}$$

D. $$\dfrac{K}{m}$$

E. $$\dfrac{K}{mn}$$