What is 0.13888888888 as a fraction?

Answer 1

If you mean repeating 8 then it is: 5/36

Answer 2

To convert the repeating decimal 0.13888888888 to a fraction, we can use the formula for a repeating decimal: x = a/(10^n - 1), where a is the non-repeating part of the decimal, n is the number of repeating digits, and x is the decimal. In this case, a = 13 and n = 1, so the fraction is 13/99.

Answer 3

Well, isn't that just a happy little number! If we look closely, we can see that 0.13888888888 is the same as 13888888888/100000000000. Let's simplify that fraction by dividing the numerator and denominator by 8888888888, giving us 1/7. And just like that, we've turned a decimal into a lovely fraction!

Answer 4

6.6

Answer 5

5/36

Answer 6

1/12