Get to know the ratio value in the form of fractions along with all the detailed steps of the calculations.

## Converting Between Fractions and Ratios:

All types of ratios can be expressed as fractions and fractions to ratios. For converting the ratio as a fraction in its simplest form add all parts to produce a common denominator. Then write the first part of the ratio as the numerator and repeat the same procedure with the second, third fourth so on.

## How Do You Convert Ratio to Fraction?

To Write the ratio as a fraction in simplest form, add all the parts of a ratio to make the denominator. Then divide all the individual parts of the ratio as numerators. Turn the ratios into the simplest form while converting them to a fraction. For easy and understandable conversion enter the ratios in the ratio to fraction calculator.

### Examples:

**What is the ratio of 2 to 5 as a fraction?**

Solution:

Let:

2:5 = 7, Now 2+5= 7

Then

2 and 5 as numerators and 7 as the denominator

The simple fractions = 2/7, 5/7

**What is the Ratio of 1 3 as a Fraction?**

Solution:

1:3 = 4, then 1+3= 4

1 and 3 as numerators and 4 as the denominator

Fractions = 1/4, 3/4

**What is the Ratio of 4.7 to 10?**

Now:

4:7 = 11, then

4 and 7 as numerators and 11 as the denominator

Fractions = 4/11, 7/11

## Ratio to Fraction Table:

The ratio to a fraction conversion table is given below:

### Part to Part Ratio to Fraction Table:

Ratio | Fraction |
---|---|

2:3 | 2/5,3/5 |

5:4 | 5/9, 4/9 |

3:2 | 3/5, 2/5 |

7:5 | 7/12, 5/12 |

4:1 | 4/5, 1/5 |

8:3 | 8/11, 3/11 |

6:5 | 6/11, 5/11 |

9:2 | 9/11, 2/11 |

10:7 | 10/17, 7/17 |

12:1 | 12/13,1/13 |

### Part to Whole Ratio to Fraction Table:

Ratio | Fraction |
---|---|

2:3 | 2/3 |

5:4 | 5/4 |

3:2 | 3/2 |

7:5 | 7/5 |

4:1 | 4/1 |

8:3 | 8/3 |

6:5 | 6/5 |

9:2 | 9/2 |

10:7 | 10/7 |

12:1 | 12/1 |