GENERATE WORK

GENERATE WORK

The below solved example calculation shows how to convert improper fraction to mixed number.

**Note :**

The fraction which has the numerator higher than the denominator is known as irregular fraction. Any irregular fraction conversion provides its equivalent mixed number. Mixed number is a number which consists of whole number and regular fraction. To convert irregular or improper fraction to mixed number, divide the numerator by denominator directly and write the number of times the denominator in numerator & remaining fraction together.

**Example :**

Irregular fraction conversion

**Example Question :**

Convert 4/3 to its equivalent fraction?

**Answer :**

Mixed Number = 4/3

= 1 1/3

**1 1/3 is equal to 4/3**. Users can refer the example to learn how to perform irregular fraction to mixed number conversion or use this calculator to verify the results. Refer the below table for example input & output of improper fraction to mixed numbers calculator.

Fraction to Mixed Numbers Conversion | |
---|---|

Improper Fraction | Mixed Number |

^{3}/_{2} | 1 ^{1}/_{2} |

^{4}/_{3} | 1 ^{1}/_{3} |

^{5}/_{2} | 2 ^{1}/_{2} |

^{5}/_{3} | 1 ^{2}/_{3} |

^{5}/_{4} | 1 ^{1}/_{4} |

^{6}/_{5} | 1 ^{1}/_{5} |

^{7}/_{2} | 3 ^{1}/_{2} |

^{7}/_{3} | 2 ^{1}/_{3} |

^{7}/_{4} | 1 ^{3}/_{4} |

^{7}/_{5} | 1 ^{2}/_{5} |

^{7}/_{6} | 1 ^{1}/_{6} |

^{8}/_{3} | 2 ^{2}/_{3} |

^{8}/_{5} | 1 ^{3}/_{5} |

^{8}/_{7} | 1 ^{1}/_{7} |

^{9}/_{2} | 4 ^{1}/_{2} |

^{9}/_{4} | 2 ^{1}/_{4} |

^{9}/_{5} | 1 ^{4}/_{5} |

^{9}/_{7} | 1 ^{2}/_{7} |

^{9}/_{8} | 1 ^{1}/_{8} |

^{10}/_{3} | 3 ^{1}/_{3} |

^{10}/_{7} | 1 ^{3}/_{7} |

^{10}/_{9} | 1 ^{1}/_{9} |