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You thought you had finished 35 pages, but you actually read 32 Pages. What was your percent error?

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7 votes


(35-32)/(32) * 100=(75)/(8)=9.375\%

You thought you had finished 35 pages, but you actually read 32 Pages. What was your-example-1
User Kesta
by
8.0k points
4 votes

Answer:

9.375%

Explanation:

Percentage Error formula


\textsf{Percentage error}=\sf \left|(estimated\:value\:-actual\:value)/(actual\:value) \right| * 100\%

Given:

  • Estimated value = 35 pages
  • Actual value = 32 pages

Substitute the given values into the formula:


\begin{aligned}\implies \textsf{Percentage error}&= \left|(35-32)/(32) \right| * 100\%\\\\&=\left|(3)/(32) \right| * 100\%\\\\&=0.09375 * 100\%\\\\&=9.375\%\end{aligned}

Therefore, the percentage error was 9.375%.

User Vincentge
by
7.7k points

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