A solution of Ba (OH), was standardized against 0.1208 g of primary-standard-grade benzoic acid, C6H5 COOH (122.12 g/mol). An end point was observed after addition of 43.94 mL of base. a. Calculate the molar concentration of the base. Concentration =| M b. Calculate the standard deviation of the molar concentration if the standard deviation for the mass measurement was +0.4 mg and that for the volume measurement was +0.02 mL. Standard deviation = M c. Assuming an error of -0.3 mg in the mass measurement, calculate the absolute and relative systematic error in the molar concentration.
A solution of Ba (OH), was standardized against 0.1208 g of primary-standard-grade benzoic acid, C6H5 COOH (122.12 g/mol). An end point was observed after addition of 43.94 mL of base. a. Calculate the molar concentration of the base. Concentration =| M b. Calculate the standard deviation of the molar concentration if the standard deviation for the mass measurement was +0.4 mg and that for the volume measurement was +0.02 mL. Standard deviation = M c. Assuming an error of -0.3 mg in the mass measurement, calculate the absolute and relative systematic error in the molar concentration.
Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
Section: Chapter Questions
Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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Transcribed Image Text:A solution of Ba (OH), was standardized against 0.1208 g of primary-standard-grade benzoic acid, C6H5 COOH (122.12 g/mol). An end point was observed
after addition of 43.94 mL of base.
a. Calculate the molar concentration of the base.
Concentration
M
b. Calculate the standard deviation of the molar concentration if the standard deviation for the mass measurement was ±0.4 mg and that for the volume
measurement was +0.02 mL.
Standard deviation
M
c. Assuming an error of -0.3 mg in the mass measurement, calculate the absolute and relative systematic error in the molar concentration.
Absolute systematic error =
M
Relative systematic error =
|ppt
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