What is the percent error for a measurement of 25 liters? If needed, round your answer to the nearest hundredth of a percent. ____%

Find Error: Find the greatest possible error for 25 liters. Divide the smallest unit of measurement by 2. Assuming the smallest unit of measurement is 1 liter, then: 1/2 = 0.5 Greatest possible error: 0.5 litersCalculate Percent: Calculate the percent error. We have: Measurement: 25 liters Greatest possible error: 0.5 liters Percent error = (Greatest possible error / Measurement) × 100% Percent error = (0.5 / 25) × 100%Perform Calculation: Perform the calculation. Percent error = (0.5 / 25) × 100% = 0.02 × 100% = 2%

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What is the percent error for a measurement of $25$ liters? $\newline$ If needed, round your answer to the nearest hundredth of a percent. $\newline$ $\_\_\_\%$

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Q. What is the percent error for a measurement of

25

liters?

\newline

If needed, round your answer to the nearest hundredth of a percent.

\newline

\_\_\_\%

Find Error: Find the greatest possible error for $25$ liters. $\newline$ Divide the smallest unit of measurement by $2$ . $\newline$ Assuming the smallest unit of measurement is $1$ liter, then: $\newline$ $\frac{1}{2} = 0.5$ $\newline$ Greatest possible error: $0.5$ liters
Calculate Percent: Calculate the percent error. $\newline$ We have: $\newline$ Measurement: $25$ liters $\newline$ Greatest possible error: $0.5$ liters $\newline$ Percent error = $(\text{Greatest possible error} / \text{Measurement}) \times 100\%$ $\newline$ Percent error = $(0.5 / 25) \times 100\%$
Perform Calculation: Perform the calculation. $\newline$ Percent error = $(0.5 / 25) \times 100\%$ $\newline$ = $0.02 \times 100\%$ $\newline$ = $2\%$