Solve the inequality 5m < –25 a) m b) m c) m < –5 d) m

Question

Solve the inequality 5m < –25

a)

m > –5


b)

m < 125


c)

m < –5


d)

m < –125

Answer 1

A

Explanation:

5m<-25

-25÷5<m

-5<m

I think so this would be answer

Answer 2

Answer: option c.

Explanation:

Given the following inequality:

`5m < -25`

You need to solve for "m".

Then, in order to solve for "m", you can apply the Division property of inequality and divide both sides by -5. So, you get:

`(5m)/(5)<(-25)/(5)\\\\m<-5`

Therefore, the solution of the inequality provided written in Set Notation is:

{
`m| m<-5`}