How do you write the repeating decimal 0.427, with 427 repeated, as a fraction? How can you write a repeating decimal as a fraction? Discuss how to tell if a fraction will represent a terminating or repeating decimal. Convert the repeating decimal ...
How do you convert a percent to a decimal? Give an example. Percents and Decimals: In mathematics, percents and decimals are closely related. In fact, we can convert between the two, and this comes in quite handy in real-world applications such as calculating a tip at a restaur...
∙10yago Best Answer 34/10 Wiki User ∙10yago This answer is: Add your answer: Earn +20pts Q:How do you convert the decimal 3.4 into a fraction? Write your answer... Submit Still have questions? Find more answersAsk your question...
How do you convert a whole number into a fraction? How do you change 34.55% to a decimal? Convert the decimal to a fraction. 0.14 Convert the following decimal into a fraction: 6.66667. How do you change a decimal into a fraction? How do you change 6.8% into a decimal and a fraction?
How do I convert recurring decimals to fractions? We’ll walk through this step by step below. Step 1: Write out the equation To convert a recurring decimal to a fraction, start by writing out the equation where (the fraction we are trying to find) is equal to the given number. Use ...
decimal number system's origin is the base ten system. Repeating decimals are those that contain a never-ending continuation of a numeral, such as .3333333. Percent means out of 100 and is closely related to decimals. To convert decimals to percents you simply multiply the decimal by 100...
38 is an integer, it does not need to be converted. 3/8 is a fraction, it is equal to 0.375 Wiki User ∙ 12y ago This answer is: 👍 Helpful (0)👎 Not Helpful (0) Add a CommentAdd your answer: Earn +20 pts Q: How do you convert 38 to decimal? Write your answer... ...
This fraction cannot be simplified further, so the decimal 0.24 equals the fraction (6/25). Sample Problem 2: Convert the repeating decimal 0.6212121 . . . to a fraction. Begin by recognizing that the last number before the repeat begins, the number 1, lies in the thousandths place...
Infinite decimals can be tricky to convert to fractions because you cannot simply put the decimal over the appropriate multiple of 10. Converting an infinite decimal to a fraction can better help you to represent the number. For example, 0.3636... may be
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