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Get Lesson 14 Converting Rational Numbers To Decimals Using Long Division
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How to fill out the Lesson 14 Converting Rational Numbers to Decimals Using Long Division online
This guide provides comprehensive instructions for users to successfully complete the Lesson 14 form on converting rational numbers to decimals using long division. Follow these steps to enhance your understanding of this mathematical concept.
Follow the steps to fill out the form effectively.
- Press the 'Get Form' button to access the Lesson 14 document and open it in your preferred editor.
- Begin reviewing Example 1 where you will explore the relationship between various integer quotients and their decimal representations. Make sure to use the division button on your calculator as you record your results.
- In Example 2, organize the fractions from Example 1 into a chart, matching each with its corresponding decimal representation. Reflect on what these fractions share in common.
- Proceed to Example 3 and use the long division algorithm to convert the fractions provided into their decimal forms. Follow the examples closely to grasp the method.
- In Exercise 1, apply the long division technique to convert additional rational numbers into decimal form, ensuring your calculations are accurate.
- Continue to Example 5 to learn how to identify whether the decimal representation will terminate or repeat based on the provided fractions.
- After completing the exercises, ensure all entries are filled accurately. Review your calculations and ensure you’ve expressed any repeating decimals correctly.
- Once your form is complete, you can save your changes, download a copy for your records, print a physical copy, or share the document as needed.
Complete your Lesson 14 document online to deepen your understanding of converting rational numbers to decimals.
Originally Answered: Why is 1 divided by 9 a number that repeats forever? It is because 9 is 3 by 3, and 3 is not a factor of 10 (the base into which the number is written) so the remainder never gets null. 10/9 = 1, remainder of 1, 1 within the next decimal is 10, to be divided by 9.
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