Question

1/y-4 + 1/6 =-4/3y-12

Answer 1

this is fractions

Answer 2

Yes, I know

Answer 3

can you help me you think?

Answer 4

Yes, but you're going to have to learn how to post fractions if you want proper help

Answer 5

how do i post fractions?

Answer 6

Well, if you're going to post the linear form, you have to use parentheses to separate the numerator from the denominator

Answer 7

use my equation as a example so i know?

Answer 8

For example:
(1)/(y-4) + (1)/(6) = (-4)/(3y-12)

Answer 9

I know it may seem like a lot, but it helps avoid confusion later

Answer 10

Thank you

Answer 11

\[\frac{1}{y-4} + \frac{1}{6} = \frac{-4}{3y-12}\]
This is done by typing "\frac{1}{y-4} + \frac{1}{6} = \frac{-4}{3y-12}" without the quotes in the box that pops up when you click "Equation"

Answer 12

sometimes people just post them like this:

1/(y - 4) + 1/6 = -4/(3y-12)

and sometimes that's good enough

Answer 13

Or you can do what alexray just demonstrated to be even clearer

Answer 14

Actually, if you use the equation editor you can simply type

frac{1}{y - 4} + frac{1}{6} = frac{-4}{3y-12}

and avoid all of the extra detail