Question

-3/1-x < 9

Answer 1

Always remember, in inequatlities, the variable should be in +.

Answer 2

Please confirm your question,
\[-\frac{3}{1-x} < 9\]This?

Answer 3

I've got to give you a medal just because of your inability to find your asymptote.

Answer 4

o_O

Answer 5

Yep Saifoo, that's it. I cross multiplied & distributed the numerator, then got stuck. I'm here: [9-9x]/-3

Answer 6

Help @Mertsj @Zarkon

@CantFindAsymptoteWithBothHands , can't solve. :l

Answer 7

\[\frac{-3}{1-x}=\frac{3}{x-1}<9\]

Answer 8

im stuck after this step!

Answer 9

\[\frac{3}{x-1}-9<0\]

Answer 10

Awesome.

Answer 11

\[\frac{3-9(x-1)}{x-1}<0\]

Answer 12

\[\frac{3-9x+9}{x-1}<0\]

Answer 13

\[\frac{9x+12}{x-1}<0\]

Answer 14

Take it away saifoo

Answer 15

i still dont know how to get two answers. :l

Answer 16

9x + 12 < 0 and x - 1 < 0 ?
x < -4/3 and x < 1 ?

Now sure.

Answer 17

I made a sign error. It's -9x+12 in the numerator.

Answer 18

I messed up when I cross multiplied, was treating it as addition/subtraction rather than an equality/inequality