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Complete the following statement. Round your answer to the nearest tenth. \( 70 \frac{7}{10} \% \) of \( 869= \)

Ask by Ball Morrison. in the United States
Mar 07,2025

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Answer

\(70.7\%\) of \(869\) is approximately \(614.4\).

Solution

1. Convert the percentage to a decimal: \[ 70\frac{7}{10}\% = 70.7\% = 0.707 \] 2. Multiply the decimal by \(869\): \[ 0.707 \times 869 = 614.383 \] 3. Round the result to the nearest tenth: \[ 614.383 \approx 614.4 \] Therefore, \(70\frac{7}{10}\% \) of \(869 \approx 614.4\).

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To find \( 70 \frac{7}{10} \% \) of \( 869 \), first convert the mixed number percentage to a decimal. \( 70 \frac{7}{10} \% = 70.7\% = 0.707 \). Now, multiply \( 0.707 \) by \( 869 \): \[ 0.707 \times 869 \approx 613.063 \] Rounding to the nearest tenth gives you \( 613.1 \). So, \( 70 \frac{7}{10} \% \) of \( 869 \approx 613.1 \).

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