show that (3/x)/x+3 = 3/x(x+3)
these are shown in fractions.
these are shown in fractions.
-
(3/x) / (x+3) = 3/[x(x+3)]
(3/x)[1/(x+3)] = 3/[x(x+3)]
3/[x(x+3)] = 3/[x(x+3)]
Basically, you leave one side alone and work on the other side only until you are able to make it equal the other side.
(3/x)[1/(x+3)] = 3/[x(x+3)]
3/[x(x+3)] = 3/[x(x+3)]
Basically, you leave one side alone and work on the other side only until you are able to make it equal the other side.
-
Are you referring to a solution or just asking if its right?
Because it looks right to me lol.
Because it looks right to me lol.