Question

picture in comments help??? solution related question

Answer 1

\[|17x|>-17\]This means: \[-17x > -17 ~ ~ \text{or}~ ~ 17x> -17\]

Answer 2

When dividing or multiplying by a negative, the sign flips.

Answer 3

?

Answer 4

can you solve for \[-17x > -17 ~ ~ \text{or}~ ~ 17x> -17\]

Answer 5

not really

Answer 6

Divide by -17 and flip the sign. \[x < \frac{-17}{-17} ~ \text{or}~ x > \frac{-17}{17}\]

Answer 7

Now just solve for your inequality.

Answer 8

haha if i knew how to do it i would but this still makes no sense

Answer 9

um, is an absolute value ever less than zero?