Math problem

>>305524
Show what you tried.

1. Rearrange to equal zero.
2. Take out a common factor in the numerator
3. Use the null factor theorem to address each part individually
4. get your 2 solutions

File: 20170429_031106.jpg (3MB, 4032x3024px) Image search: [Google]

3MB, 4032x3024px

See image... also x = 1 is an answer. I forgot to write it because i was too busy drawing a whale

oops the image is sideways :P

Additionally, I made a graph of it here:
https://www.desmos.com/calculator/d76gj2l7cw
The link graphs the 2 sides of the equation, and the lines intersect at x = the base cubed

>>305890
You forgot the cube on the x in your first step. It might make things easier to substitute y = log x and then solve for y first.

(log x + 1)/(log x - 1) = 3(1 - log x)/(log x - 3)
becomes
(y + 1)/(y - 1) = 3(1 - y)/(y - 3)
taking note y can't be 1 or 3, you can multiply both sides by (y - 1)(y - 3) to clear out the denominators.

>>305890
>>305895
>>305924
Thank you all!

File: my.jpg (73KB, 720x1280px) Image search: [Google]

73KB, 720x1280px

>>305726
this was my attempt