Question

simplify complex fraction( x/(x+2))/(1/x)+(1/x+2)

Answer 1

Which one is the in the numerator?

Answer 2

Is it x/(x+2)?

Answer 3

num is x/x+2

Answer 4

This is how you do it

Answer 5

X/x+2 is the numerator it stays the same

Answer 6

Then we move to the denominator

Answer 7

It becomes (x+2) + x all of it divided by x(x+2)

Answer 8

The numerator stays the same till now

Answer 9

The denom becomes 2x+2/x^2+2x

Answer 10

Are you with me?

Answer 11

what is the first step that you do with den?

Answer 12

You find the common factor which is x(x+2)

Answer 13

I see that dem becomes x(x+2) but what do you do with that?

Answer 14

Well lets start with the first fraction in the denom

Answer 15

Then you'll have to divide the common factor which is x(x+2) by x and the answer is (x+2) then you multiply it by 1 which stays the same

Answer 16

You do the same thing with the second fraction

Answer 17

Are you getting it?

Answer 18

looking at it

Answer 19

then divide x(x+2) by (x+2)=x times 1=X?

Answer 20

1/2 + 1/4 = ? Do you know how to do it? If you do it's exactly the same way to solve the other question

Answer 21

2/4+1/4

Answer 22

x/x+2 +x/x+2?

Answer 23

So you'll get 3/4

Answer 24

What is your LCM ?

Answer 25

x+2

Answer 26

It is x(x+2)

Answer 27

Because your multiplying both

Answer 28

In the first example if you multiplied 2 with 4 you would get 8

Answer 29

And you'll still get the same answer 3/4

Answer 30

ok got it thanks

Answer 31

Did you really get it?

Answer 32

The final answer should be x^2/2x+2