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how do you turn 3333 into a fraction

by Miss Kiarra Koss PhD Published 3 years ago Updated 2 years ago

How do you turn .333 into a fraction?

  • For another example, convert repeating decimal 0. 333 to a fraction.
  • Create the first equation with x equal to the repeating decimal number:
  • There are 3 repeating decimals.
  • Subtract equation (1) from (2) to get 999x = 333 and solve for x.
  • x = 333 /999.
  • Reducing the fraction we get x = 1/3.

Part of a video titled Convert a repeating decimal into fraction algebraically
0:10
5:18
So let's go ahead and do that let's first set 0.333 to X okay. So X is equal to 0.33 three repeatMoreSo let's go ahead and do that let's first set 0.333 to X okay. So X is equal to 0.33 three repeat next what I want to do is try to move the decimal.

Full Answer

What fraction is equivalent for .333?

Therefore, we know that the answer above is correct. Now you know that .333 as a fraction is 333/1000. Here you can submit another decimal number for us to convert to a fraction.

What is 33333333 as a fraction?

Welcome! Here is the answer to the question: 1.33333333 as a fraction or what is 1.33333333 as a fraction. Use the decimal to fraction converter/calculator below to write any decimal number as a fraction. It is also equal to 1 33333333/100000000 when writen as a mixed number.

What is the number 3 as a fraction?

Fractions are written in the form of p/q, where q≠0, for example, 3/5; while in decimals, the whole number part and fractional part is connected with a decimal point, for example, 3.56. A fraction can be converted to a decimal if we divide the given numerator by the denominator.

How do you convert a repeating decimal into a fraction?

To convert a Decimal to a Fraction follow these steps:

  1. Write down the decimal divided by 1, like this: decimal 1
  2. Multiply both top and bottom by 10 for every number after the decimal point. ...
  3. Simplify (or reduce) the fraction

How do you write 0.3333 as a fraction?

Using the logic from the last problem, 0.3333… = 3/9. We can reduce this fraction (a process that we'll talk more about in a future article) by noticing that we can divide both the numerator and denominator by 3 to get 0.3333… = 3/9 = 1/3.Feb 11, 2011

How do you convert to a fraction?

Convert Decimals to FractionsStep 1: Write down the decimal divided by 1, like this: decimal 1.Step 2: Multiply both top and bottom by 10 for every number after the decimal point. ... Step 3: Simplify (or reduce) the fraction.

How do you write 0.93 repeating as a fraction?

Answer and Explanation: Hence, the fraction form of 0.939393… is 3133 .

How do you turn 3.33 into a fraction?

Steps to convert decimal into fractionWrite 3.33 as 3.331.3.33 × 1001 × 100 = 333100.333100.

How do you turn 1.5 into a fraction?

Answer: 1.5 as a fraction is written as 3/2.

What is the fraction of 3%?

Decimal to fraction conversion tableDecimalFraction0.285714292/70.33/100.333333331/30.3753/845 more rows

How do you turn a repeating decimal into a fraction calculator?

1:096:24Converting a Repeating Decimal to a Fraction with a TI-84 CalculatorYouTubeStart of suggested clipEnd of suggested clipThis you would say this as 0.6 repeating the bar means to say repeating. Point six repeating isMoreThis you would say this as 0.6 repeating the bar means to say repeating. Point six repeating is equal to two-thirds in fraction.

What is 0.4 Repeating as a fraction?

4/9Answer: 0.4 repeating as a fraction can be written as 4/9 in fractions.

How do you write 0.8 Repeating as a fraction?

Answer and Explanation: As a fraction 0.8 (8 repeating) is 89 .

What is 23.33 as a fraction?

23.33% in the fraction form is 23.33/100. If you want you can simplify it further as 2333/10000. 3.

What is 83.33 as a fraction?

Percent to Fraction TablePercentFraction75 %3 477.78 %7 980 %4 583.33 %5 628 more rows

How do multiply fractions?

0:043:27How to Multiply Two Fractions - YouTubeYouTubeStart of suggested clipEnd of suggested clipAnd then simplify multiplying fractions is actually simpler than adding or subtracting fractionsMoreAnd then simplify multiplying fractions is actually simpler than adding or subtracting fractions because we do not need a common denominator.

How to convert fractions to decimals?

To convert fractions to decimals, look at the fraction as a division problem. Take the top number, or the numerator, of the fraction and divide it by the bottom number, or the denominator. You can do this in your head, by using a calculator, or by doing long division. For example, ¼ is just 1 divided by 4, or 0.25.

What is 1/3 as a decimal?

what is 1/3 as a decimal? 1/3 in decimal form is 0.3333 (repeating). 1/3 as a decimal is a repeating decimal, which means it has no end point. Typically it is written as 0.3 or

Decimal to fraction calculator

Eg, convert 0.5 13 to fraction. The trailing decimal place to repeat is 13 and its length is 2. So, enter 0.513 into the first input box and enter 2 into the second input box.

Method 1: Convert 1.3333 into a fraction in conventional steps

Through the decimal to fraction calculator page, we know that there are four steps to convert decimals into fractions:

Method 2: Change 1.3333 into a fraction by formula

We know that 1.3333 is a finite decimal with 4 decimal places. Through the finite decimal to fraction formula, we can get that the initial denominator of the fraction is 10000 and the initial numerator is 13333. So the initial form of the fraction is 13333 10000.

Conclusion

Comparing these two methods, both methods can calculate the fraction of 1.3333, but the second formula method is relatively simple and can get the initial form of the fraction in one step. Especially when you want to convert an infinite repeating decimal to a fraction, the advantage is particularly obvious.

How to convert a repeating decimal to a fraction?

The trick to converting any repeating decimal to a fraction is to put the repeating part over an equal number of 9s. Here, we have one repeating digit (3), so the fraction is 3/9 = 1/3.

What is the first 1.5 decimal?

First 1.5 = 1.5/1 then move your decimal point to the right in both the numerator and the denominator...

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