** **^{319}/_{500} already reduced (simplified) to lowest terms | * Nov 21 08:23 UTC (GMT)* |

** **^{256}/_{172} = ^{(256 ÷ 4)}/_{(172 ÷ 4)} = ^{64}/_{43}; 64 > 43 => improper fraction
Rewrite: 64 ÷ 43 = 1 and remainder = 21 => ^{64}/_{43} = ^{(1 × 43 + 21)}/_{43} = 1 + ^{21}/_{43} = = 1 ^{21}/_{43}, mixed number (mixed fraction) | * Nov 21 08:23 UTC (GMT)* |

** **^{20}/_{15} = ^{(20 ÷ 5)}/_{(15 ÷ 5)} = ^{4}/_{3}; 4 > 3 => improper fraction
Rewrite: 4 ÷ 3 = 1 and remainder = 1 => ^{4}/_{3} = ^{(1 × 3 + 1)}/_{3} = 1 + ^{1}/_{3} = = 1 ^{1}/_{3}, mixed number (mixed fraction) | * Nov 21 08:23 UTC (GMT)* |

** **^{845}/_{1,014} = ^{(845 ÷ 169)}/_{(1,014 ÷ 169)} = ^{ 5}/_{6 } | * Nov 21 08:23 UTC (GMT)* |

** **^{25}/_{40} = ^{(25 ÷ 5)}/_{(40 ÷ 5)} = ^{ 5}/_{8 } | * Nov 21 08:23 UTC (GMT)* |

** **^{80}/_{120} = ^{(80 ÷ 40)}/_{(120 ÷ 40)} = ^{ 2}/_{3 } | * Nov 21 08:23 UTC (GMT)* |

** **^{15,215,200}/_{8,008} = ^{(15,215,200 ÷ 8,008)}/_{(8,008 ÷ 8,008)} = 1,900 | * Nov 21 08:23 UTC (GMT)* |

** **^{1,050}/_{180} = ^{(1,050 ÷ 30)}/_{(180 ÷ 30)} = ^{35}/_{6}; 35 > 6 => improper fraction
Rewrite: 35 ÷ 6 = 5 and remainder = 5 => ^{35}/_{6} = ^{(5 × 6 + 5)}/_{6} = 5 + ^{5}/_{6} = = 5 ^{5}/_{6}, mixed number (mixed fraction) | * Nov 21 08:23 UTC (GMT)* |

** **^{60}/_{559} already reduced (simplified) to lowest terms | * Nov 21 08:23 UTC (GMT)* |

** **^{168}/_{252} = ^{(168 ÷ 84)}/_{(252 ÷ 84)} = ^{ 2}/_{3 } | * Nov 21 08:23 UTC (GMT)* |

** **^{1,840}/_{1,240} = ^{(1,840 ÷ 40)}/_{(1,240 ÷ 40)} = ^{46}/_{31}; 46 > 31 => improper fraction
Rewrite: 46 ÷ 31 = 1 and remainder = 15 => ^{46}/_{31} = ^{(1 × 31 + 15)}/_{31} = 1 + ^{15}/_{31} = = 1 ^{15}/_{31}, mixed number (mixed fraction) | * Nov 21 08:23 UTC (GMT)* |

** **^{936}/_{864} = ^{(936 ÷ 72)}/_{(864 ÷ 72)} = ^{13}/_{12}; 13 > 12 => improper fraction
Rewrite: 13 ÷ 12 = 1 and remainder = 1 => ^{13}/_{12} = ^{(1 × 12 + 1)}/_{12} = 1 + ^{1}/_{12} = = 1 ^{1}/_{12}, mixed number (mixed fraction) | * Nov 21 08:23 UTC (GMT)* |

** **^{109}/_{901} already reduced (simplified) to lowest terms | * Nov 21 08:23 UTC (GMT)* |

** reduced fractions, see more... ** |