Find the number of moles of gas that would occupy 102
litres at a pressure of 3.7 atm and a temperature of 500 K.
Answers
Answered by
0
Answer:
According to the ideal gas equation
pv = nrt
n = pv/rt
n= 3.7× 102 ÷ 500×2
n= 0.3774
Answered by
8
Answer:
9.20 mol
Explanation:
Given :
Volume V = 102 L
Pressure P = 3.7 atm
Temperature T = 500 K
We have to find numbers of moles n :
From ideal gas equation :
P V = n R T
= > R = 0.082 L atm mol⁻¹ K⁻¹
Putting values in equation we get :
3.7 × 102 = n × 0.082 × 500
= > n = 3.7 × 102 / 0.082 × 500
= > n = 377.4 / 41 mol
= > n = 9.20 mol
Therefore , number of moles of gas is 9.20 mol.
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