59. ▲ Suppose you have a cylindrical glass tube with a thin capillary opening, and you wish to determine the diameter of the capillary. You can do this experimentally by weighing a piece of the tubing before and after filling a portion of the capillary with mercury. Using the following information, calculate the diameter of the capillary. Mass of tube before adding mercury = 3.263 g Mass of tube after adding mercury = 3.416 g Length of capillary filled with mercury = 16.75 mm Density of mercury = 13.546 g/cm3 Volume of cylindrical capillary filled with mercury = (π)(radius)2(length)
59. ▲ Suppose you have a cylindrical glass tube with a thin capillary opening, and you wish to determine the diameter of the capillary. You can do this experimentally by weighing a piece of the tubing before and after filling a portion of the capillary with mercury. Using the following information, calculate the diameter of the capillary. Mass of tube before adding mercury = 3.263 g Mass of tube after adding mercury = 3.416 g Length of capillary filled with mercury = 16.75 mm Density of mercury = 13.546 g/cm3 Volume of cylindrical capillary filled with mercury = (π)(radius)2(length)
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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59. ▲ Suppose you have a cylindrical glass tube with a thin
capillary opening, and you wish to determine the diameter
of the capillary. You can do this experimentally by
weighing a piece of the tubing before and after filling a
portion of the capillary with mercury. Using the following
information, calculate the diameter of the capillary.
Mass of tube before adding mercury = 3.263 g
Mass of tube after adding mercury = 3.416 g
Length of capillary filled with mercury = 16.75 mm
Density of mercury = 13.546 g/cm3
Volume of cylindrical capillary filled with mercury =
(π)(radius)2(length)
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