How do you simplify into a single fraction (3/x+2) / (6/x) ?

Question

How do you simplify into a single fraction (3/x+2) / (6/x) ?

Answer 1

Simplify.. (3/x+2)

(3+2x)/x

Now divide the 2 eqs..

(3+2x)/x * x/6

So,

(3+2x)/6

Answer 2

multiply both fractions by flipping the second fraction first:

3/x+2 * x/6 = 3x / (6x+12)  

Answer 3

well you have to flip one side upside down the multiply.  for the final answer i got 3x/6(x+2) or you could distribute a different way and get x/2(x+2)

Answer 4

1/6

Answer 5

do ur own homework trust me. u'll thank me one day

Answer 6

(3/x+2) / (6/x)

= (3/x+2) * (x/6)

= 3x/(6x+12)

=x/(2x+4)

Answer 7

it becomes 3x/6(x+2)

3x/(6x+12)