You are checking the accuracy of a volumetric flask marked 10.00 mL. To calculate the volume of water contained in the flask, you first measure the mass of the empty flask and the mass of the flask filled with water and take the difference. Then, you correct for the buoyancy factor and divide by the density of the water. Measurement Volume (mL) 1 10.059 10.050 10.009 The result of 8 such measurements is given in the table. 4. 10.062 Calculate the mean and the 95% confidence interval for these measurements. 10.025 5 6. 10.019 7. 10.049 10.020

Chemistry for Engineering Students
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ISBN:9781337398909
Author:Lawrence S. Brown, Tom Holme
Publisher:Lawrence S. Brown, Tom Holme
Chapter5: Gases
Section: Chapter Questions
Problem 5.107PAE: 107 A soft drink can’s label indicates that the volume of the soda it contains is 12 oz or 355 mL....
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You are checking the accuracy of a volumetric flask marked 10.00 mL. To
calculate the volume of water contained in the flask, you first measure the mass of
the empty flask and the mass of the flask filled with water and take the difference.
Then, you correct for the buoyancy factor and divide by the density of the water.
The result of 8 such measurements is given in the table.
Measurement
Volume (mL)
1
10.059
2
10.050
3.
10.009
4
10.062
Calculate the mean and the 95% confidence interval for these measurements.
10.025
6.
10.019
10.049
8.
10.020
ml.
10.036
mean:
10.021
mL
95% confidence interval: +
Incorrect
Transcribed Image Text:You are checking the accuracy of a volumetric flask marked 10.00 mL. To calculate the volume of water contained in the flask, you first measure the mass of the empty flask and the mass of the flask filled with water and take the difference. Then, you correct for the buoyancy factor and divide by the density of the water. The result of 8 such measurements is given in the table. Measurement Volume (mL) 1 10.059 2 10.050 3. 10.009 4 10.062 Calculate the mean and the 95% confidence interval for these measurements. 10.025 6. 10.019 10.049 8. 10.020 ml. 10.036 mean: 10.021 mL 95% confidence interval: + Incorrect
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