Question

How to solve the inequality to -2(k+3) < -2k - 7

Answer 1

`-2(k+3) < -2k - 7\\-2k-6<-2k-7\\-6<-7\\k\in\emptyset`

Answer 2

No solutions

Explanation:

-2(k+3) < -2k - 7

Distribute the -2

-2k-6 < -2k - 7

Add 2k to each side

-2k+2k-6 < -2k+2k - 7

-6 < -7

This is always false, so the inequality is never true

There are no solutions