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- March 20th 2011, 06:43 PMPhreshSolve the inequality
- March 20th 2011, 06:51 PMProve It
You have .

First, note that .

In order to solve for , you need to consider two cases, since multiplying or dividing by a negative number reverses the inequality sign...

Case 1: .

Then

.

So in this case, you are told and . Since there are not any values of that satisfy both conditions, there are not any solutions in this case.

Case 2: .

.

So in this case, the conditions are and .

Therefore, the solution in this case is .

So the solution of your inequality is . - March 20th 2011, 06:53 PMpickslides
Wow, that is a big post, what have you tried?

- March 21st 2011, 04:31 AMHallsofIvy