According to the web the temperature decreases about 10 C (10K) for every km. What I would do is assume a 1 km height increase.
P at surface is about 101 kPa.
T is about 298.
So P at 1 km is about 101-10 = ?
and T at 1 km is 298-delta T whatever that is. I think it's about 298-10 = 288
Then substitute into (P1V1/T1) = (P2V2/T2)
You can assume some volume for V1 and see if V2 is larger or smaller.
In the troposphere the atmospheric pressure decreases about 10 kPa and the temperature decreases about 279 K for every kilometer above the earth's surface you go. As a weather balloon released from the ground rises up will its volume increase, decrease or stay the same? Offer proof.
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