***CHECK***
Simplify and Identify the domain.
-4/4x+8*5(x+3)/x^2-9

A. -5/(x+2)(x-3),(x does not = -2,3)
B. -5/(x+2)(x-3), (x does not = -3, -2,3)
C. -5/(x+2)(x-3), (x does not = 3)
D. -1/8x^2, (x does not = -3, -2,3)

Question

***CHECK***
Simplify and Identify the domain.
-4/4x+8*5(x+3)/x^2-9

A. -5/(x+2)(x-3),(x does not = -2,3)
B. -5/(x+2)(x-3), (x does not = -3, -2,3)
C. -5/(x+2)(x-3), (x does not = 3)
D. -1/8x^2, (x does not = -3, -2,3)

anonymous · Answer

I think A

anonymous · Answer

@iGreen

igreen · Answer

Can you write the expression again? I don't know what the fractions are.

anonymous · Answer

-4/4x+8*5(x+3)/x^2-9
{-4/4x+8*5(x+3} over {x^2-9}

igreen · Answer

$\sf \dfrac{\dfrac{-4}{4x} + 8 \times 5(x + 3)}{x^2 - 9}$?

igreen · Answer

Is that it?

igreen · Answer

Is it (-4)/(4)x or is it (-4)/(4x)

anonymous · Answer

The slash is wrong my bad /.\
-4/4x+8*5(x+3)*x^2-9

igreen · Answer

Oh, well, you still need to explain the first division sign

anonymous · Answer

$$\frac{ -4 }{ 4x+8 }\times \frac{ 5(x+3) }{ x^2-9 }$$

igreen · Answer

A is incorrect..

igreen · Answer

You're correct about x not being -2 and 3, but there's one more.

anonymous · Answer

Ahh so B

anonymous · Answer

@iGreen ?

igreen · Answer

Yep!

anonymous · Answer

Thx! c: