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What's on the worksheet
- Write each fraction as a decimal by long division, using bar notation if it repeats:\dfrac{3}{16}\dfrac{5}{6}\dfrac{8}{11}\dfrac{13}{27}-\dfrac{7}{30}
- Write each endless decimal in bar notation in standard form:0.0272727…5.606060…0.12333…2.9181818…0.990990990…
- Write less than, greater than or equal between pairs of repeating decimals:
- Use Amara's table of division steps for 3 divided by 14 to find the repeating block.
- Word problem: a softball player's batting average shown to three decimal places.
- Write each repeating decimal as a fraction in lowest terms:0.\overline{63}0.\overline{405}2.\overline{09}0.0\overline{6}0.4\overline{3}
- Write two repeating decimals as fractions, then add them.
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The free lesson teaches it with worked examples and practice problems.
Terminating and repeating decimals: the lesson ›More Chapter 2 worksheets: Roots, irrational numbers and the real numbers
- 2.1Which fractions give terminating decimals
- 2.2Turning a repeating decimal into a fraction
- 2.3Square roots
- 2.4Cube roots and higher roots
- 2.5Irrational numbers
- 2.6Approximating irrational numbers
- 2.7The real number line
- 2.8Sorting a number into its sets
- 2.9Terminating and repeating decimals