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Put the number without the decimal over 1 with the number of zeroes matching the places behind the decimal 609166667/10000000
If this is from a calculator it rounded off and it represents 6 forever, in which case:
Multiply the number by 10 to the power of the number of repeating digits (which is implemented by moving the decimal point to the right by the number of repeating digits), subtract the original and put the result over the digit 9 repeated the number of times of repeating digits. There is a single digit (6) that repeats, so multiply by 10 and put over 9; the resulting fraction is then simplified:
60.91666... = (10 × 60.91666.... - 60.91666...)/9
= 548.25/9
= 54805/900
= 731/12 (as an improper fraction)
= 60 11/12 (as a mixed number)
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