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Convert the fraction below into a decimal (8)/(9) Edit the repeating and non-repeating part of the decimal: 0". "

Convert the fraction below into a decimal\newline89 \frac{8}{9} \newlineEdit the repeating and non-repeating part of the decimal:\newline0.□□‾ 0.\square\overline{\square}

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Full solution

Q. Convert the fraction below into a decimal\newline89 \frac{8}{9} \newlineEdit the repeating and non-repeating part of the decimal:\newline0.□□‾ 0.\square\overline{\square}
  1. Perform Division: To convert the fraction 89\frac{8}{9} into a decimal, we need to perform the division of 88 by 99.\newlineCalculation: 8÷9=0.888…8 \div 9 = 0.888\ldots
  2. Identify Repeating Pattern: The decimal 0.888…0.888\ldots has a repeating pattern. The digit 88 repeats indefinitely.
  3. Denote Repeating Part: Since there is no non-repeating part before the repeating sequence, we can denote the repeating part by placing a bar over the repeating digit. Edit the repeating and non-repeating part of the decimal: 0.8‾0.\overline{8}

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