Let’s know guys what is 0.6 as a fraction, so let’s start.

To convert any decimal number to a fraction, we remove that number from the decimal point and declare it as a power of 10 in the numerator.

**Therefore**

What can we write 0.6 as a Fraction?

0.6~=~\frac{6}{10}

Now 6/10 is a form of fraction but we can make this fraction more simple fraction like

When we divide this fraction by 2, we get

\frac{6}{10}~=~\frac{3}{5}

**Therefore**

0.6 as a Fraction the answer is 3/5

Friends, if you have seen your answer on the calculator, then your answer sheet will also be answered there.

**What is 0.16 as a fraction?**

How to write 0.16 or 16% as a diffraction?

decimal | Part | Percentage |
---|---|---|

0.24 | ^{6} / _{25} | up to 24% |

0.2 | ^{5} / _{25} | up to 20 |

0.16 | ^{4} / _{25} | up to 16% |

0.12 | ^{3} / _{25} | up to 12% |

**What is repeating as a fraction 1.5?**

There are a few ways to turn a **double** decimal fraction into a **fraction** . Here’s the mathematical way to get it: Our number is a whole (1) and a decimal part (0.55555). So our original number 1.55555 is equal to 1 + 59, which is 149.

**What is a .15 repetition as a fraction?**

Answer and Explanation:

0.151515. **The fraction** in the form is 5/33.

**What is 3.75 as a numerator?**

**The 3.75** in **fraction** form is 15/4.

**What is repeating 0.23 as a fraction?**

Explanation: **0.23** 3. **The double** with can be written as 0.2. 3, where the dot on top of the 3 means a **repeating** number or pattern of numbers.

**What is 0.083 as a fraction in its simplest form?**

How to write 0.083 or 8.3% as a diffraction?

decimal | Part | Percentage |
---|---|---|

0.086 | ^{86} / _{1000} | up to 8.6% |

0.085 | ^{85} / _{1000} | up to 8.5% |

0.084 | ^{84} / _{1000} | up to 8.4% |

0.083 | ^{83} / _{1000} | up to 8.3% |

**What is repeating 0.06 as a fraction?**

Common repeating decimals and their equivalent fractions

frequently decreasing | equivalent fraction |
---|---|

0.8888 | 8 / 9 |

0.0909 | 1 / 11 |

0.1818 | 2 / 11 |

0.08333 | 1 / 12 |

**What is a .15 repetition as a fraction?**

Answer and Explanation:

0.151515. **The fraction** in the form is 5/33.

**How do you write 0.18 while repeating as a fraction?**

**1 answer**

- We first let 0.18 be x.
- Since x is recurring to 2 decimal places, we multiply it by 100.
- Finally, we divide both sides by 99 to get x as a fraction.

**Is pi a rational number?**

**Pi** is **an irrational number** , which means that it is a real **number** that cannot be expressed by an ordinary fraction. That’s because **pi** is what mathematicians call an “infinite decimal” – after the decimal point, the digits go on and on forever. (These **rational** expressions are only accurate to a couple of decimal places.)

**What is .36 repetition as a fraction?**

Answer and Explanation:

RSI **Double** Decimal 0.36363636. , , It is written as **fraction** 411.

**What is 2.083 in the numerator form?**

**1.3 What is repeating as a fraction?**

Answer and Explanation:

1.33333. , , is equal to **the numerator** / 4 3.

**What is 0.24 as a fraction?**

How to write 0.24 or 24% as a diffraction?

decimal | Part | Percentage |
---|---|---|

0.32 | ^{8} / _{25} | up to 32% |

0.28 | ^{7} / _{25} | up to 28% |

0.24 | ^{6} / _{25} | up to 24% |

0.2 | ^{5} / _{25} | up to 20 |

**What is .62 as a numerator?**

How to write 0.62 or 62% as a diffraction?

decimal | Part | Percentage |
---|---|---|

0.66 | ^{33} / _{50} | up to 66% |

0.64 | ^{32} / _{50} | up to 64% |

0.62 | ^{31} / _{50} | up to 62% |

0.6 | ^{30} / _{50} | up to 60% |