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Standard XII

Physics

Ideal Gas Equation from KTG

8. The temper...

Question

8. The temperature (T) of one mole of an ideal gas varies with its volume (V) aswT=-alpha V3 +beta V2 where alpha and beta are positive constants. The maximum pressure of gas during this process is ?

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Q. The temperature (T) of one mole of an ideal gas varies with its volume (V) as

T = - α V^{3} + β V^{2}

, where

α

and

β

are positive constants. The maximum pressure of gas during this process is

Q. The temperature

T

of one mole of an ideal gas varies with its volume

V

T = - α V^{3} + β V^{2}

, where

α

and

β

are positive constants. The maximum pressure of the gas during this process is

Q. Pressure of one mole of an ideal gas varies with volume as per equation

P = b - a V

, where

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a

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V < \frac{b}{a}

always. Find the maximum temperature achievable by the gas during the process

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is the molar gas constant)

The temperature and volume of one mole an ideal gas during its expansion is related as $T = T_{0} + α V^{2}$ where $T_{0}$ and $α$ positive constants. R is the universal gas constant.
The volume at which the pressure is minimum is;

Q. The temperature and volume of one mole an ideal gas during its expansion is related as

T = T_{0} + α V^{2}

where

T_{0}

and

α

positive constants. R is the universal gas constant.
The minimum attainable pressure is.

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