1. The mass of a 45.750 g piece of copper is measured three times on two different balances with the following results: Trial Balance 1 (grams) Balance 2 (grams) 45.747 45.745 1 45.76 45.77 45.74 3 45.748 a. Calculate the standard deviation for each set of measurements on each balance. Use the standard deviation formula shown on page 9 and show your work on the back of the page or on a separate sheet of paper. I encourage you to check your answer with a standard deviation calculator or on the internet. Balance 1 Balance 2 b. Which balance is more precise? Explain your answer. c. Which balance is more accurate? Explain your answer.

Chemistry
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Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
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1. The mass of a 45.750 g piece of copper is measured three times on two different
balances with the following results:
Trial
Balance 1 (grams)
Balance 2 (grams)
45.747
45.76
45.745
45.77
45.748
45.74
a. Calculate the standard deviation for each set of measurements on each balance. Use the
standard deviation formula shown on page 9 and show your work on the back of the page or on
a separate sheet of paper. I encourage you to check your answer with a standard deviation
calculator or on the internet.
Balance 1
Balance 2
b. Which balance is more precise? Explain your answer.
c. Which balance is more accurate? Explain your answer.
123
Transcribed Image Text:1. The mass of a 45.750 g piece of copper is measured three times on two different balances with the following results: Trial Balance 1 (grams) Balance 2 (grams) 45.747 45.76 45.745 45.77 45.748 45.74 a. Calculate the standard deviation for each set of measurements on each balance. Use the standard deviation formula shown on page 9 and show your work on the back of the page or on a separate sheet of paper. I encourage you to check your answer with a standard deviation calculator or on the internet. Balance 1 Balance 2 b. Which balance is more precise? Explain your answer. c. Which balance is more accurate? Explain your answer. 123
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