**Summary**We usage decimals as our an easy number system. The decimal system is based on the number 10. It is sometimes called a base-10 number system. There are other systems the use various base numbers, favor binary number which usage base-2.

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**Place Value**One the the an initial things come learn around decimals is the location value. The location value is the place of a digit in a number. It identify the value that the number holds.Let"s take a basic example:Comparing the number 700, 70, and also 7; the number "7" has actually a different value depending on its location within the number.7 - persons place70 - 10s place700 - hundreds placeThe ar value the the 7 determines the worth it holds because that the number. Together the location moves to the left, the value of the number becomes greater by 10 times.

**Decimal Point**Another vital idea because that decimals and also place worth is the decimal point. The decimal suggest is a dot in between digits in a number. Numbers to the left of the decimal point are greater than 1. Numbers to the ideal of the decimal suggest hold values smaller than 1. The best of the decimal suggest is favor a fraction.Example:0.7 - tenths0.07 - hundredthsIn the situation where the ar value is come the best of the decimal point, the ar tells girlfriend the fraction. For example, 0.7 is in the one per 10 place and represents the portion 7/10. In the number 0.07 the 7 is in the percentage percent place and is the exact same as the fraction 7/100.

**Ten come the Power**In the decimal device each place represents a strength of 10. Right here is a chart showing just how this works.

Millions | 7,000,000 | 7x106 |

Hundred thousands | 700,000 | 7x105 |

Ten thousands | 70,000 | 7x104 |

Thousands | 7,000 | 7x103 |

Hundreds | 700 | 7x102 |

Tens | 70 | 7x101 |

Ones | 7 | 7x100 |

Tenths | 0.7 | 7x10-1 |

Hundredths | 0.07 | 7x10-2 |

Thousandths | 0.007 | 7x10-3 |

Ten thousandths | 0.0007 | 7x10-4 |

Hundred thousandths | 0.00007 | 7x10-5 |

Millionths | 0.000007 | 7x10-6 |

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**Lining up Decimals**When you begin to perform arithmetic v decimals, it will be important to heat up the number properly. When lining up decimal numbers, be sure to heat them up using the decimal point. This way you will have the other location values lined up together well.Example:Line up the number 2,430 and also 12.07.At very first you might want to just write these numbers down favor this:2,43012.07However, the decimal points and place values are not lined up. You deserve to rewrite 2,430 v decimal clues so that it looks prefer 2,430.00. Now when you heat up the decimal points you get:

2,430.00 |

12.07 |

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