Question

How do you convert 0.694 (94 repeating) as a fraction?

Answer 1

`344/495`

Explanation:

Let y = 0.6949494..
10y =.6 +0.949494..= 6 + x, where x = 0.949494..
100x = 94 + 0.040404..= 94 + x. So, `x = 94/99`.
`y = (6 + 94/99)/10=344/495`.