Question

wsdgdfgass

Answer 1

@radar

Answer 2

Although I could jump in and try to "solve" this problem on the basis of my own assumptions, I'd much prefer that you, @habibmatatta , provide the instructions that came with the problem.

Answer 3

solve each for all possible values of x

Answer 4

Solve for all possible values of x:\[9^(-x)>243^(x-9) => 9^{-x}>243^{x-9}\]

Answer 5

suggest you use Equation Editor if at all possible; the results are so much easier to read.

Answer 6

ok so the inequality is \[9^{-x}>243^{x-9}\] how do i solve for x?

Answer 7

I would now multiply both sides of the last inequality by 9^x to obtain a " 1 " on the left side:

Doing this results in 1 = 243^(x^2-9). Can you agree with this?

Answer 8

yup

Answer 9

Actually, I'm wrong there.

I'm going to take a different approach. Pls give me a minute to work this out, rather than "think out loud" here. BRB.