# How can the decimal 0?2 Repeating be written as a fraction?

Answer: 0.2 when transformed into a portion is ** 1/5**

To transform a decimal number into a portion, we compose the offered number as the numerator and location 1 in the denominator right listed below the decimal point followed by the variety of absolutely nos needed appropriately. This portion can be streamlined.

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## What is the fractional kind of 0.02 duplicating?

Answer: 0.02 can be composed in portion kind as ** 1/50**

## How do you compose duplicating decimals as portions?

## How do you compose 2.2 Repeating as a portion?

0.2222 … amounts to the portion with 2 in its numerator (because that’s the single number after the decimal point that’s duplicating repeatedly once again) and 9 in its denominator. Simply put, 0.2222 … = ** 2/9**

## What’s 0.5 Repeating as a portion?

Answer: 0.5 duplicating as a portion can be composed as ** 5/9**

## How do you compose 0.2 Repeating as a portion?

Answer: 0.2 when transformed into a portion is ** 1/5**

To transform a decimal number into a portion, we compose the provided number as the numerator and location 1 in the denominator right listed below the decimal point followed by the variety of absolutely nos needed appropriately. This portion can be streamlined.

## What is 0.02 composed as a decimal?

Therefore 0.02% amounts to ** 0.0002**

## What is 0.36 duplicating as a portion?

Answer and Explanation: The duplicating decimal 0.36363636 … is composed as the portion **411**

## What is 0.02 as a?

The decimal 0.02 would be comparable to ** 2 percent**, or 2 per hundred.

## What is 0.45 as a portion?

So, 0.45 =-LRB- 920 as a correct portion in most basic type.

## How do you turn 2.3 into a portion?

2.3 is 2 +0.3. Include 310 to 2. If you do not desire a combined number, you can transform 2310 to an incorrect portion. ** Multiply the denominator by the entire number and include the numerator**

## What is 0.3 repeating as a portion?

Answer: 0.3 duplicating as a portion amounts to ** 1/3**

## What is 0.36 as a portion Brainly?

Answer. 0.36 in the easiest kind as portion is ** 9/25**

## What is 2.3 Repeating as a portion?

## Is 0.3636 an ending decimal?

Yes, 0.363636 … is a ** duplicating decimal** It can be composed as 0.

## What is 0.25 repeating as a portion?

The gotten portion is an incorrect portion. The comparable portion of a provided decimal point number [ 0.25] (25 being duplicated) is ** [dfrac [[ 25]] [[ 99]]]** The appropriate response is” [ dfrac [[ 25]] [[ 99]]]. Keep in mind: The number can be transformed from one type to the other type.

## What is the repeating decimal 0.1 as a portion in its easiest type?

Answer. response is ** 1 over 9** as 0.1 converts into 1 over 9.

## Can 0.6 Repeating be composed as a portion?

Answer: 0.6 duplicating as a portion amounts to ** 2/3**

## How do you discover 0.02 percent of a number?

** Multiply 0.02/100 with 100** = (0.02/100) *100 = (0.02 *100)/100 = 0.02

## What is 0.2 percent as a decimal?

Percent | Decimal |
---|---|

8% | 0.08 |

9% | 0.09 |

10% | 0.1 |

20% |
0.2 |

## What is 0.03 as a portion?

Answer and Explanation: As a portion 0.03 is **3100**

## How do you turn 0.02 into a percent?

- Multiply both numerator and denominator by100 We do this to discover a comparable portion having 100 as the denominator. 0.02 × 100100.
- = (0.02 × 100) × 1100 = 2100.
- Write in portion notation: 2%

## What is 0.08 as a portion?

The decimal 0.08 can be composed as the portion ** 8/100** or, in easiest type, 2/25

## What is 0.35 as a portion?

Answer: 0.35 as a portion is ** 7/20**

## What is 0.8 as a portion?

0.8 is the exact same thing as ** 8/10**, which is the very same thing as 4/5.

## What is 2.4 as a portion?

Answer: 2.4 as a portion is **24/10** which can be lowered to 12/ 5.

## What is 2.25 as a portion?

Answer and Explanation: As an appropriate portion 2.25 is **214 2 1 4** as an incorrect portion it is 94.

## What is 2.5 as a portion?

Answer: Fractional type of 2.5 is ** 5/2**

To transform 2.5 into a portion, first of all we will compose the number in x/y kind, where x and y are favorable integers. 2.5 can be composed as 2.5/ 1. For the elimination of the decimal, we increase and divide by10 And we get, 2.5/ 1 x 10/10 = 25/10 = 5/2.

## What is 2.6 Repeating as a portion?

2.6 as a portion is ** 2 3/5**

## How do you transform.3 into a portion?

https://www.youtube.com/watch?v=0B13 yBEiSW8

## How do you compose 3.3 as a portion?

3.3 as a portion is ** 3 3/10**

## Is 2.3 Repeating a reasonable number?

** Repeating decimals are thought about logical numbers** since they can be represented as a ratio of 2 integers.

## How do you compose 33% as a portion?

The streamlined ** 1/3** is really comparable to 33 and 1/3 percent. Some trainers will not permit trainees to round to this number. In this case, 33/100 is the precise equivalent.

## What is the portion of 0.8 duplicating?

Answer and Explanation: As a portion 0.8 (8 duplicating) is **89**

## How do you understand 4’11 is a duplicating decimal?

On the right, ** the rests repeat in a pattern and the ratio likewise duplicates in blocks of 2** 4/11= 0.3636 … is called a duplicating decimal. We can likewise utilize a duplicating bar to compose 4/11= 0.

## How will you compose 0.444 in a portion kind?

Afterwards, we utilize the reality that 1 of something from 10 of something is 9 of something– providing us the outcome that 0.444 … = ** 4/9**(see the earlier post on transforming easy duplicating decimals for information).

## Which portion has a duplicating decimal as a decimal growth?

** Fractions whose decreased kind have actually denominators with aspects aside from 2, 5** will have duplicating decimal growths. The decimal growth will end just if the portion can be composed an some numerator over a denominator that is a power of10 And the only method this can take place is to have just elements of 2 and 5.

## Can 0.7 Repeating be composed as a portion?

https://www.youtube.com/watch?v=0wNa72 WlRYE

## What’s 0.15 Repeating as a portion?

Answer: 0.15 duplicating as a portion can be composed as ** 5/33** in a portion.

## What is 0.4 Repeating as a portion?

Answer: 0.4 duplicating as a portion can be composed as ** 4/9** in portions.

## Can 0.1 Repeating be composed as a portion?

0. 1 is a pure duplicating bicimal with a duplicating cycle of one digit, so the portion it transforms to is ** 1/1**; to put it simply, 1.

## How do you compose 0.1 as a portion?

Answer: 0.1 as a portion is ** 1/10**

## What is.1 duplicating as a portion?

Repeating Decimal | Equivalent Fraction |
---|---|

0.1666 … | 1/6 |

0.8333 … | 5/6 |

0.1111 … | 1/9 |

0.2222 … | 2/9 |

## What is 1.3 Repeating as a portion?

Answer and Explanation: 1.33333 … is comparable to the portion ** 4/3**

## How do you compose.63 as a portion?

Answer: 0.63 as a portion is **63/100**

## What is 0.01 as a portion?

Hence in portions, 0.01 is **1100**

## How do you compose 80% as a portion?

Answer: 80% as a portion in most basic kind is ** 4/5**

## Whats is a portion?

Decimal | Fraction |
---|---|

0.6 |
3/5 |

0.625 | 5/8 |

0.66666667 | 2/3 |

0.7 | 7/10 |

## What is 78% as a portion?

Therefore, 78% can be composed in portion as **3950**

## What is 0.38 as a portion?

Explanation: 0.38 has 2 numbers after the decimal point so your portion requires 2 absolutely nos after the one in the denominator (100) and the numbers after the decimal point are your numerator (38). You get 0.38 =-LRB- 38100 this cancels down if you divide leading and bottom by 2.

## What is 0.06 as a portion?

Answer:. 06 as a portion amounts to ** 3/50**

## How do you discover.2 of a number?

Answer: To discover the portion of a number in between 2 numbers, ** divide one number with the other and after that increase the outcome by 100**

## What is 0.2 percent of the population?

Typically, in the decimal system, decimals are utilized to reveal parts with relation to 1 being the entire (like 100%), and 0 being the absolutely nothing (like 0%), such that 0.2 represents 20%, of 1/5, or a 5th, or 2/10, or ** 2 tenths** In the sentence, True, just 0.2 of the world’s population endured.