Question

1+1/x / 1/x - x , x is not equall to zero please!

Answer 1

\[\frac{1+\frac{1}{x}}{\frac{1}{x}-x}\]
Is that right? what happens when you multiply the whole thing by X/X?

Answer 2

yes thats exactly wht it looks like!

Answer 3

how do i solve it

Answer 4

There is no equals sign. The best you can do is simplify it... unless is it equal to something?

Answer 5

ohk so its not equivalent to anything ?

Answer 6

They would have to have made the thing =0 or something. You can simplify it... which is what I am assuming that they want you to do.

Answer 7

ok thank you (: what is its 1/3+1/3x / 1/x + 1/3 ? what should i do?

Answer 8

It's equivalent to its simplified form, tatyana, but there's no need to introduce an equals sign if it didn't originally come with one.

Answer 9

are you explaining the first equation or second?

Answer 10

Are there 2 equations?

Answer 11

how do i solve 1/3+1/3x / 1/x + 1/3

Answer 12

Ok, try to multiply by a fancy form if 1 that will get rid of all the fractions. Probably the lowest common denom. of all the fractions divided by itself.

For example

\[\frac{1+\frac{1}{3x}}{1+\frac{1}{5x}}\to \]
\[\frac{1+\frac{1}{3x}}{1+\frac{1}{5x}}\frac{15x}{15x}\to \]
\[\frac{15x+\frac{15x}{3x}}{15x+\frac{15x}{5x}}\to \]
\[\frac{15x+\frac{5}{1}}{15x+\frac{3}{1}}\to \]

Answer 13

ok imma try!