# Decimal to Fraction converter

 How to convert Decimal to Fraction: Conversion stages: Write the decimal fraction as a fraction of the digits to the right of the decimal period (numerator) and a power of 10 (denominator). Find the greatest common divisor (GCD) of the numerator and the denominator. Reduce the fraction by dividing the numerator and the denominator with the GCD.

 Example: Convert 0.32 to Fraction: 0.32 = 32/100 Find the greatest common divisor (GCD) of the numerator and the denominator: GCD(32,100) = 4 Reduce the fraction by dividing the numerator and the denominator with the GCD: 0.32 = (32/4) / (100/4) = 8/25

Decimal to Fraction conversion table

Decimal Fraction
0.00001 1/100000
0.0001 1/10000
0.001 1/1000
0.01 1/100
0.08333333 1/12
0.09090909 1/11
0.1 1/10
0.11111111 1/9
0.125 1/8
0.14285714 1/7
0.16666667 1/6
0.2 1/5
0.22222222 2/9
0.25 1/4
0.28571429 2/7
0.3 3/10
0.33333333 1/3
0.375 3/8
0.4 2/5
0.42857143 3/7
0.44444444 4/9
0.5 1/2
0.55555555 5/9
0.57142858 4/7
0.6 3/5
0.625 5/8
0.66666667 2/3
0.7 7/10
0.71428571 5/7
0.75 3/4
0.77777778 7/9
0.8 4/5
0.83333333 5/6
0.85714286 6/7
0.875 7/8
0.88888889 8/9
0.9 9/10
1.1 11/10
1.2 6/5
1.25 5/4
1.3 13/10
1.4 7/5
1.5 3/2
1.6 8/5
1.7 17/10
1.75 7/4
1.8 9/5
1.9 19/10
2.5 5/2