Question

Help with rational inequalities please...question is below

Answer 1

\[\frac{x ^{2}-6x - 36 }{ 2x } + \frac{ 1 }{2 }\ge 0\]

Answer 2

hmm.. i'm not sure but i'll try..

btw, what do you need to do here? solve for x?

Answer 3

yes in set notation and interval notation

Answer 4

and this one too please...

\[\frac{ x ^{2} + x - 12 }{x + 2} \le 0\]

Answer 5

ok.. so uhmm.. we first need to simplify this function
let \(\Large f(x)= \frac{x^2−6x−36}{2x} + \frac{1}{2}\)

Answer 6

what did you get?

Answer 7

\[Set: {-4 \le x <0 or x \ge 9}\]

Answer 8

lol, you finished solving it? O.o

Answer 9

lol i did, it is correct?

Answer 10

*is it

Answer 11

give me a sec. i'm solving it

Answer 12

ok thanks :)

Answer 13

\(\Large \color{green}{Yes!\ you're\ absolutely\ right!☺☺}\)

Answer 14

thanks so much :)

Answer 15

i think i know how to do the other one too...thanks again :)

Answer 16

ok :) wish you luck for that ;p
see you 'round then(^_^)

Answer 17

u too :)