01:23 < Kindly explain how can I get the values in third column .... Water Bottle Number of moles Number of moles of NaHCO3 of CO2 Volume of each reaction balloon A 0.0071 3.50 B 0.0143 4.78 C 0.0286 9.56 D 0.5714 12.11 E 0.0857 13.69 LL F 0.1143 17.197 • The volume of each balloon is equal to the amount of CO2 gas produced. Because the balloons are spherical in shape, the equation of a sphere should be used to determine their volume. The equation is shown below. V= *pi*d^3 (d is the number in the second column) • Convert each volume of CO2 gas, which is expressed in cm3, to moles. Note: For any gas at standard temperature and pressure, 1 mol occupies a constant volume of 22.4 L. One cubic centimeter (cm3) is equal to one mL. I ? Q 2 Ask Search My Library Notifications More

Chemistry for Engineering Students
3rd Edition
ISBN:9781285199023
Author:Lawrence S. Brown, Tom Holme
Publisher:Lawrence S. Brown, Tom Holme
Chapter11: Chemical Kinetics
Section: Chapter Questions
Problem 11.4PAE: What are the steps in the Chapman cycle? Explain the importance.
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01:23
<
Kindly explain how can I get the values in third column
....
Water Bottle
Number of moles
Number of moles
of NaHCO3
of CO2
Volume of each
reaction balloon
A
0.0071
3.50
B
0.0143
4.78
C
0.0286
9.56
D
0.5714
12.11
E
0.0857
13.69
LL
F
0.1143
17.197
• The volume of each balloon is equal to the amount of CO2 gas produced.
Because the balloons are spherical in shape, the equation of a sphere
should be used to determine their volume. The equation is shown below.
V= *pi*d^3 (d is the number in the second column)
• Convert each volume of CO2 gas, which is expressed in cm3, to moles.
Note: For any gas at standard temperature and pressure, 1 mol occupies
a constant volume of 22.4 L. One cubic centimeter (cm3) is equal to one
mL.
I
?
Q
2
Ask
Search
My Library Notifications
More
Transcribed Image Text:01:23 < Kindly explain how can I get the values in third column .... Water Bottle Number of moles Number of moles of NaHCO3 of CO2 Volume of each reaction balloon A 0.0071 3.50 B 0.0143 4.78 C 0.0286 9.56 D 0.5714 12.11 E 0.0857 13.69 LL F 0.1143 17.197 • The volume of each balloon is equal to the amount of CO2 gas produced. Because the balloons are spherical in shape, the equation of a sphere should be used to determine their volume. The equation is shown below. V= *pi*d^3 (d is the number in the second column) • Convert each volume of CO2 gas, which is expressed in cm3, to moles. Note: For any gas at standard temperature and pressure, 1 mol occupies a constant volume of 22.4 L. One cubic centimeter (cm3) is equal to one mL. I ? Q 2 Ask Search My Library Notifications More
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