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NAME DATE PERIOD Lesson 1 Skills Practice Fractions and Decimals Write each fraction as a decimal. Use a bar to show a repeating decimal. 3 0.75 1. 42 2. 0.4 55 3. 0.5 105 4. 1 513 5. 0.13 1004 6.
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How to fill out converting a fraction to

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To convert a fraction to a decimal, follow these steps:
02
Divide the numerator (the top number) by the denominator (the bottom number).
03
If the numerator cannot be divided evenly by the denominator, you will get a decimal with a remainder.
04
If the numerator can be divided evenly by the denominator, you will get a whole number without any decimal places.
05
If you get a decimal with a remainder, you can either round the decimal to a desired number of decimal places or leave it as a fraction.
06
If you choose to round the decimal, follow the rounding rules and write the decimal as a rounded number.

Who needs converting a fraction to?

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Converting a fraction to a decimal is useful in many applications, including:
02
- Mathematics and arithmetic calculations
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- Financial calculations
04
- Engineering and physics calculations
05
- Estimating measurements
06
- Converting fractions in recipes or measurements to decimal equivalents
07
- Understanding and comparing fractions in decimal form
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Converting a fraction is the process of expressing a fraction in terms of another equivalent fraction.
Anyone who needs to simplify or work with fractions may need to convert a fraction to a different form.
To convert a fraction to a different form, you can use methods such as finding a common denominator, multiplying or dividing the numerator and denominator by the same number, or using fraction rules.
The purpose of converting a fraction is to make it easier to work with or compare fractions, or to simplify calculations involving fractions.
All relevant information about the original fraction and the equivalent form of the fraction must be reported when converting a fraction.
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