0.74 recurring into a fraction

Answer 1

Let the recurring decimal be represented by 'n'

Then 100n - n = 99n

100 x 0.7474764.... = 74.747474....

Then subtract the original decimal figure.

74.747474..... - 0.747474.....= 74.0000 = 99n

Therefore n = 74/99

Answer 2

Oh, dude, you want me to math? Okay, so 0.74 recurring is like 0.74747474... and if you're feeling fancy, you can call it 74/99 because that's the fraction form. But hey, if fractions aren't your thing, just remember that it's basically 3/4 with a little extra flair.