What is the temperature of 3.3 moles of gas held at a pressure of 12 atm and in a container with a volume of 50 liters?

1 Answer
Apr 27, 2018

2187.9K= T

Explanation:

This problem requires the Ideal Gas Law equation since we are involving the mole value of the gas.

That equation is
PV=nRT
P= Pressure in atm
V= Volume in L
n= moles of gas
R=0.0831(atm*L)/(mol*K) - the gas law constant
T= Temperature in K

P=12atm
V=50L
n=3.3 moles
R=0.0831(atm*L)/(mol*K) - the gas law constant
T=?

12atm(50L)=3.3mol(0.0831(atm*L)/(mol*K))T

(12atm(50L))/(3.3mol(0.0831(atm*L)/(mol*K)))=T

(12cancel(atm)(50cancel(L)))/(3.3cancel(mol)(0.0831(cancel(atm)*cancel(L))/(cancel(mol)*K)))=T

(600/(.27423))K= T

2187.9K= T