What's is 4.54 repeating as a fraction?

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asked Apr 12, 2016 223k views

1 Answer

Csomakk · Answer 1 · 2016-04-16T11:16:09+0000

Take the repeating decimal which is 54 and that will be your numerator. In the denominator, write the same number of 9s. So the fraction is
$\boxed{ (54)/(99)}$ but that can be reduced to
$\boxed{ (6)/(11)}$ So, your repeating fraction is
$\boxed{4 (6)/(11)}$ Hoped I helped. :)

What's is 4.54 repeating as a fraction?

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