Percent to Fraction Converter

Convert between fractions, decimals and percentages, with step-by-step working. Repeating decimals are shown with a bar over the digits that repeat.

Fraction to decimal chart

FractionDecimalPercent
1/20.550%
1/30.333.3333%
2/30.666.6667%
1/40.2525%
3/40.7575%
1/50.220%
2/50.440%
3/50.660%
4/50.880%
1/60.1616.6667%
5/60.8383.3333%
1/80.12512.5%
3/80.37537.5%
5/80.62562.5%
7/80.87587.5%
1/100.110%
3/100.330%
7/100.770%
9/100.990%
1/120.0838.3333%
5/120.41641.6667%
7/120.58358.3333%
11/120.91691.6667%
1/160.06256.25%
3/160.187518.75%
5/160.312531.25%
7/160.437543.75%
9/160.562556.25%
11/160.687568.75%
13/160.812581.25%
15/160.937593.75%
1/320.031253.125%
3/320.093759.375%
5/320.1562515.625%
7/320.2187521.875%
9/320.2812528.125%
11/320.3437534.375%
13/320.4062540.625%
15/320.4687546.875%
17/320.5312553.125%
19/320.5937559.375%
21/320.6562565.625%
23/320.7187571.875%
25/320.7812578.125%
27/320.8437584.375%
29/320.9062590.625%
31/320.9687596.875%
1/640.0156251.5625%
3/640.0468754.6875%
5/640.0781257.8125%
7/640.10937510.9375%
9/640.14062514.0625%
11/640.17187517.1875%
13/640.20312520.3125%
15/640.23437523.4375%

Common decimals as fractions

Common percentages as fractions

Fraction to decimal · Decimal to fraction · Percent to fraction

Frequently asked questions

How do you convert a fraction to a decimal?

Divide the top number (numerator) by the bottom number (denominator). 3/8 = 3 ÷ 8 = 0.375.

How do you convert a decimal to a fraction?

Write the decimal over a power of ten with as many zeros as there are decimal places, then simplify: 0.375 = 375/1000 = 3/8.

How do you convert a fraction to a percent?

Divide, then multiply by 100: 3/8 = 0.375 = 37.5%.

What is a repeating decimal?

A decimal whose digits repeat forever, such as 1/3 = 0.333…, written 0.3 with a bar over the 3. Any fraction whose simplified denominator has a prime factor other than 2 or 5 repeats.