(x+2)/(x^2 +4)

Question

(x+2)/(x^2 +4)

anonymous · Answer

Is the question complete?

anonymous · Answer

yes

anonymous · Answer

woild it be (x+2) / (x+2) (x+2)?

anonymous · Answer

But is it equal to something?

anonymous · Answer

No,
$$x^2+4 \ne (x+2)(x+2)$$

anonymous · Answer

Are you sure in the denominator there is $x^2 + 4$ instead of $x^2-4$ ??

anonymous · Answer

If your question is right, then we can't solve it further...

anonymous · Answer

I need to find what it is equal to...

campbell_st · Answer

it doesn't need to equal anything... it may be an expression that needs to be simplified.

anonymous · Answer

It is equal exactly to your question...

You cannot solve it further...

The answer will be:
$$\frac{x+2}{x^2+4}$$ itself...

anonymous · Answer

I think that it is right, it says x$$^{2}$$=4, I think that it was supposed to be +4 though...

anonymous · Answer

What ??

x^2 = 4  ???

anonymous · Answer

that's what it says....

anonymous · Answer

Please write the actual question and write it properly...

anonymous · Answer

You can draw it by using "Draw" tool right below where you are writing..

anonymous · Answer

|dw:1351055363238:dw|

anonymous · Answer

I think that the equal was supposed to be a plus sign...

anonymous · Answer

No, it was supposed to be a negative sign..

Because, if that is plus sign, then we can't solve the expression further,,

So, that is a negative sign..

anonymous · Answer

Where :

$$x^2 - 4 = (x+2)(x-2)$$

Cancel whatever you can cancel..