One mole of an ideal monatomic gas is heated at constant pressure of one atmosphere from 0 to 100 degree celsius. then the change in the internal energy is
Answers
Answered by
63
internal energy = f/2 × nR∆T
for mono atomic gas f= 3
given.
n =1
and
∆T = 100-0 = 100
so
f = 3/2 ×1× 25/3 × 100
= 1250 J
♣ hope it can help you ♣....
for mono atomic gas f= 3
given.
n =1
and
∆T = 100-0 = 100
so
f = 3/2 ×1× 25/3 × 100
= 1250 J
♣ hope it can help you ♣....
Answered by
35
Hey dear,
● Answer -
∆U = 1.248 kJ
● Explaination -
# Given -
For a monoatomic gas, change in internal energy is given by -
∆U = 3/2 nR∆T
∆U = 3/2 × 1 × 8.314 × (100-0)
∆U = 1.248×10^3 J
∆U = 1.248 kJ
Therefore, change in internal energy is 1.248 kJ.
Hope this helps you.
Keep asking.
● Answer -
∆U = 1.248 kJ
● Explaination -
# Given -
For a monoatomic gas, change in internal energy is given by -
∆U = 3/2 nR∆T
∆U = 3/2 × 1 × 8.314 × (100-0)
∆U = 1.248×10^3 J
∆U = 1.248 kJ
Therefore, change in internal energy is 1.248 kJ.
Hope this helps you.
Keep asking.
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