How to reduce (simplify) the fraction ^{1,997}/_{116}? | Apr 01 20:02 UTC (GMT) |

How to reduce (simplify) the fraction ^{20,219,159}/_{116}? | Apr 01 20:02 UTC (GMT) |

How to reduce (simplify) the fraction ^{74,413}/_{29}? | Apr 01 20:02 UTC (GMT) |

Common ordinary fractions reduced (simplified) to the lowest terms: all the operations run by users, with explanations |

Convert the decimal number 5.555558 | Apr 01 20:02 UTC (GMT) |

Convert the decimal number 19.94 | Apr 01 20:01 UTC (GMT) |

Convert the decimal number 0.4394 | Apr 01 20:01 UTC (GMT) |

All the integers, terminating and repeating (recurring) decimal numbers converted to fractions, mixed numbers and turned into percentages |

Add the fractions: 3 + 4 + 5 = ? | Apr 01 20:02 UTC (GMT) |

Add the fractions: - ^{261}/_{138} - ^{211,252}/_{112,138} = ? | Apr 01 20:02 UTC (GMT) |

Add the fractions: ^{46}/_{840} - ^{18}/_{12} = ? | Apr 01 20:02 UTC (GMT) |

All the operations with added fractions |

Subtract the fractions: ^{839}/_{29} + ^{46}/_{69} = ? | Apr 01 20:02 UTC (GMT) |

Subtract the fractions: 72 - ^{3}/_{4} = ? | Apr 01 20:02 UTC (GMT) |

Subtract the fractions: ^{41}/_{6,554} + 85 = ? | Apr 01 20:02 UTC (GMT) |

All the operations with fractions subtractions |

Multiply the common ordinary fractions: ^{214}/_{11} × ^{9}/_{41} = ? | Apr 01 20:02 UTC (GMT) |

Multiply the common ordinary fractions: ^{598}/_{19} × - ^{750}/_{22} = ? | Apr 01 20:01 UTC (GMT) |

Multiply the common ordinary fractions: ^{3}/_{4} × 450 = ? | Apr 01 19:58 UTC (GMT) |

All the common ordinary fractions multiplied by the users |

If we have to divide evenly 6 apples to 3 children, then we perform the operation:

- 6÷3 = 2
- so we know that each child will get 2 apples.

If we have to divide evenly 2 apples to 3 children, then we perform the operation:

- 2÷3 = ?
- this operation has no solution in the set of natural numbers;
- however we will be able to divide the apples with the help of a knife: the quantity of apple for each child will be defined using the fraction
^{2}/_{3} - all similar cases lead to fractions.

- each fraction has the form
^{a}/_{b} - "a" is the
**numerator**, written above the fraction bar; - "b" is the
**denominator**, written below the fraction bar; "b" may not be zero; - "b" shows us in how many equal parts "a" has been divided;
**the value of the fraction**is calculated by dividing the numerator, "a", by the denominator, "b":- "a"÷"b"
- these fractions, in which both the numerator and the denominator are integers, are called
**ordinary fractions**(also called normal, or simple).