Question

Help algebra Question!?!

Answer 1

\[((4/x)-4)/(2+(1/x))\]

Answer 2

I just need the steps on how to solve this eq

Answer 3

It is just about making the denominator equal..

Answer 4

oh should i multiply it by a common factor

Answer 5

Yes..

Answer 6

can i multiply it by x for both sides?

Answer 7

Multiply x with numerator and denominator//

Answer 8

Unfortunately there are not both sides but there are numerator and denominator.. :P

Answer 9

but can i multiply the x with the coefficients?

Answer 10

\[\large \frac{x(\frac{4}{x} -4)}{x(2 + \frac{1}{x})}\]

Answer 11

Distribute x inside the brackets.

Answer 12

Where have you reached??

Answer 13

I have gotten their but don't know what to do next

Answer 14

Just distribute x inside..

Answer 15

Tell me what is it:

\[x(\frac{4}{x} - 4) = ??\]

Answer 16

4(1-x)

Answer 17

\[(4(1-x))/(2x+1)\]

Answer 18

And here you stop..

We can't go further here to simplify it, so this must be your answer.. :)

Answer 19

thank you very much

Answer 20

You are welcome dear.. :)