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According to Charle's law:...

According to Charle's law:

A

`Vprop1/T`

B

`((dV)/(dT))_(P)=K`

C

`((dT)/(dv))_(P)=K`

D

`(1/T-V/(T^(2)))_(P)=0`

Text Solution

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The correct Answer is:
B, C, D
According to Charle's law `VpropTimpliesV=KT`
`((dV)/(dt))_(P)=K`
`((dT)/(dV))_(P)=K`
`d/(dT)(V/T-K)_(P)=0`
`(1/T-V/(T_(2)))_(P)=0`
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