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A rigid tank contains 1.80 moles of an ideal gas. Determine the number of moles of gas that must be withdrawn from the tank to...Asked by Stacy
A rigid tank contains 1.20 moles of an ideal gas. Determine the number of moles of gas that must be withdrawn from the tank to lower the pressure of the gas from 28.5 atm to 5.30 atm. Assume the volume of the tank and the temperature of the gas remain constant during this operation.
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Answered by
Calypso
use fomular P*v=n*R*T
cause temperature and volumn not change:
n(initial)=(P(initial)*V)/(R*T)
n(final)=(P(final)*V)/(R*T)
we want the final n, therefore:
n(final)=P(final)*n(initial)/P(initial)
=5.3*1.2/28.5=0.223
cause temperature and volumn not change:
n(initial)=(P(initial)*V)/(R*T)
n(final)=(P(final)*V)/(R*T)
we want the final n, therefore:
n(final)=P(final)*n(initial)/P(initial)
=5.3*1.2/28.5=0.223
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