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Question
question 4
for this question, you must do all of your calculations and your answer with proper sig figs.
during an experiment, you use 1.67 g of copper to start your reaction. after you carry through all the different steps, you recover 1.49 g of copper. what is the percent error of the recovered copper?
enter your answer with the correct number of significant figures and the correct sign (but do not enter units).
Identify the given values and formula
We are given:
- Theoretical value (starting mass of copper): \(1.67\text{ g}\)
- Experimental value (recovered mass of copper): \(1.49\text{ g}\)
The formula for percent error is:
Calculate the difference in the numerator
Subtract the theoretical value from the experimental value:
Applying significant figure rules for subtraction (limiting to the least precise decimal place, which is the hundredths place):
The result \(-0.18\) has two decimal places and two significant figures.
Calculate the percent error
Divide the difference by the theoretical value and multiply by 100:
Apply significant figure rules for division
For multiplication and division, the result must have the same number of significant figures as the measurement with the fewest significant figures:
- \(-0.18\) has two significant figures.
- \(1.67\) has three significant figures.
Therefore, the final answer must be rounded to two significant figures:
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During an experiment, you use 1.67 g of copper to start your reaction. After you carry through all the different steps, you recover 1.49 g of copper. What is the percent error of the recovered copper?
Enter your answer with the correct number of significant figures and the correct sign (but do not enter units).
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