Question

What is .03 (repeating) in a fraction?

Answer 1

`1/33`

Explanation:

Take .030303 and slide the decimal to the right twice.

3.030303 is our value (x) times 100.
`x = .03030303`
`100x = 3.030303`
If we subtract these two items we get
`100x -x = 3.030303-.030303`
`99x = 3`
`x = 3/99`
Which we simplify to be `1/33`