The following mixed number has a repeating decimal equivalent form. Express the decimal and percent equivalent form in the repeating decimal notation. Show just the minimum number of decimal places needed to display the repeating digit or group of digits.
$\frac{1}{11}$

Question

The following mixed number has a repeating decimal equivalent form. Express the decimal and percent equivalent form in the repeating decimal notation. Show just the minimum number of decimal places needed to display the repeating digit or group of digits.

\frac{1}{11}

Lydia DeVane · Accepted Answer

Final Answer :   1.  09 ‾ = 109. 09 ‾ % 	ext { 1. } \overline{09}=109 . \overline{09} \%  1.  09 = 109. 09 %

The following mixed number has a repeating decimal equivalent form. Express the decimal and percent equivalent form in the repeating decimal notation. Show just the minimum number of decimal places needed to display the repeating digit or group of digits.
$\frac{1}{11}$

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Learning Objectives

Related questions

The following mixed number has a repeating decimal equivalent form. Express the decimal and percent equivalent form in the repeating decimal notation. Show just the minimum number of decimal places needed to display the repeating digit or group of digits. 11111 \frac{1}{11}1111​

Definitions

Learning Objectives

Learning Objectives

Related questions

The following mixed number has a repeating decimal equivalent form. Express the decimal and percent equivalent form in the repeating decimal notation. Show just the minimum number of decimal places needed to display the repeating digit or group of digits.
$\frac{1}{11}$