Helpp with thermodynamics and specific heat question

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For an ideal monatomic gas, the molar specific heat at constant volume is given by Cv=3/2R, where R is the gas constant. The heat capacity at constant volume is measured at 43.58 kJ/K. To find the number of kg-moles present, the relationship between heat capacity and moles is applied, where the total heat capacity is n times the molar heat capacity. An initial calculation suggested 3.5 kg-moles, but uncertainty remains regarding its accuracy. The discussion emphasizes the importance of understanding the relationship between heat capacity and the number of moles in thermodynamics.
TheTourist
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For an ideal monatomic gas, the molar specific heat at constant volume,
Cv=3/2R, where R is the gas constant. The heat capacity at constant volume of a gas is measured to be 43.58kJK-1. How many kg-moles of the gas are present?




Iv tried looking in the lecture notes and in the textbook, but can't find anything of use.

Iv made an attempt and got 3.5kg-moles. Not sure that its right though. I used R=kNA, where k is Boltzmann constant and NA is Avogadros number.
 
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TheTourist said:
For an ideal monatomic gas, the molar specific heat at constant volume,
Cv=3/2R, where R is the gas constant. The heat capacity at constant volume of a gas is measured to be 43.58kJK-1. How many kg-moles of the gas are present?




Iv tried looking in the lecture notes and in the textbook, but can't find anything of use.

Iv made an attempt and got 3.5kg-moles. Not sure that its right though. I used R=kNA, where k is Boltzmann constant and NA is Avogadros number.
The heat capacity of n moles is n times the molar heat capacity.

The heat capacity of one mole of gas at constant volume is that amount heat flow required to raise the temperature one degree:

C_v = Q/\Delta T

If there are n moles, multiply both sides by n to determine the amount of heat flow per degree of temperature change.

AM
 
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