Question

What is the fractional equivalent of 0.12321232123212321...?

Answer 1

112/909

Answer 2

method of how you got to the answer please?

Answer 3

Whenever you have a fraction like that you need the length n of the period, in this case 4. Then divide the recurrent numbers, in this case 1232, by 10^(n+1)-1. So you get \[ \frac{1232}{9999} = \frac{112}{909} \]

Answer 4

Thanks.