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Problem
Problem
The pressure of an ideal gas varies according to the law
P
=
P
0
−
A
V
2
P = P_0 - AV^2
P
=
P
0
−
A
V
2
where
P
0
P_0
P
0
and
A
A
A
are positive constants. What is the highest temperature that can be attained by the gas. a.
P
0
n
R
P
0
A
\frac{P_0}{nR} \sqrt{\frac{P_0}{A}}
n
R
P
0
A
P
0
b.
P
0
n
R
P
0
2
A
\frac{P_0}{nR} \sqrt{\frac{P_0}{2A}}
n
R
P
0
2
A
P
0
c.
2
P
0
n
R
P
0
2
A
\frac{2P_0}{nR} \sqrt{\frac{P_0}{2A}}
n
R
2
P
0
2
A
P
0
d.
2
P
0
3
n
R
P
0
3
A
\frac{2P_0}{3nR} \sqrt{\frac{P_0}{3A}}
3
n
R
2
P
0
3
A
P
0
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