(6x + 6)/(x^2 - 1) * (x - 1)/(8x^2 - 24x)÷(24)/(x^2 - 9)
Simplify

Question

will.h · Answer

Can you post a screen shot. It's hard to read all that symbols

moses238 · Answer

yes

moses238 · Answer

attachment

moses238 · Answer

i tried so many time i just can't get it

will.h · Answer

Very well. What do you have so far. Did you use factoring or distributive property and divisions?

moses238 · Answer

i dont know what to do first

will.h · Answer

What is your course and what's the name of the lesson so I can find appropriate way to help you because there are many ways to simplify that.

moses238 · Answer

this is my multiple choice

angelinaxoxo1 · Answer

https://mathway.com/ Try this Site

moses238 · Answer

Rational equations  is my lesson

moses238 · Answer

i used that website and it gave me the answer but no explanation

will.h · Answer

That's more confusing than I thought. 
But did you try to solve the options and see if the result congruent to the expression than the answer would be right. So far am still working on it but it's really confusing.

campbell_st · Answer

the basic thing you need to do is factor the quadratics and then factor the linear expressions.

remember, the last part is dividing by a fraction so flip and multiply

so the expression becomes 

$$\frac{6(x +1)}{(x+1)(x-1)} \times \frac{(x -1)}{8x(x - 3)} \times \frac{(x -3)(x +3)}{24}$$

so remove the common factors and see what you have left