Question

Help me
4/6-x + x^2/6-x = 2

It already has like denominator
I think it is
X^2+4/6-x=2

Answer 1

Yes, it has the like denominator 6-x

Therefore, it'll be (4+x^2)/(6-x), or to have it in decreasing power: (x^2+4)/(6-x)=2

Are you just simplifying, or are you solving for x?

Answer 2

Solving for x

Answer 3

Ok, so because you have a power to the second (x^2), you're going to get two values for x.

1) get 6-x out of the denominator - so you would multiply both sides by 6-x, resulting in (4+x^2)=2(6-x). You can simplify this so that you have x^2+4=12-2x.
2) After this, you want to set the entire equation equal to zero, so the 12-2x will be moved to the left side via subtraction from the right side
3) With the entire equation set equal to zero, you do a little factoring, which will then give you your two x values in linear form (x-a)(x-b), where a and b are integers.

NOTE, in the linear format (x-a) gives an +a value, while (x+a) gives an -a value

Answer 4

I got x=-2,4
Thanks you