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Dwayne volunteered to clean the garage. He thought it would only take an hour, but it actually took him two and a half hours. What is the percent error for his estimate?\newlineIf necessary, round your answer to the nearest tenth of a percent.\newline____%\%

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Q. Dwayne volunteered to clean the garage. He thought it would only take an hour, but it actually took him two and a half hours. What is the percent error for his estimate?\newlineIf necessary, round your answer to the nearest tenth of a percent.\newline____%\%
  1. Calculate Difference: Calculate the difference between the estimated time and the actual time.\newlineDwayne estimated 11 hour but took 2.52.5 hours.\newlineDifference = Actual time - Estimated time = 2.52.5 hours - 11 hour = 1.51.5 hours.
  2. Find Percent Error: Find the percent error using the formula: Percent Error = (DifferenceEstimated Time)×100%(\frac{\text{Difference}}{\text{Estimated Time}}) \times 100\%.\newlinePercent Error = (1.51)×100%(\frac{1.5}{1}) \times 100\% = 150150\%.

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