The pressure `p` and the volume `v` of a gas are connected by the relation `p v^(1. 4)=con s tdot` Find the percentage error in `p` corresponding to a decrease of 1/2 % in `vdot`

The pressure p and the volume v of a gas are connected by the relation p v^(1. 4)=con s tdot Find the percentage error in p corresponding to a decrease of % in vdot

The pressure P and volume V of a gas are connected by the relation P V^(1/4=) constant. The percentage increase in the pressure corresponding to a deminition of % in the volume is 1/2% (b) 1/4% (c) 1/8% (d) none of these

The pressure P and volume V of a gas are connected by the relation P V^(1/4=) constant. The percentage increase in the pressure corresponding to a deminition of % in the volume is 1/2% (b) 1/4% (c) 1/8% (d) none of these

The pressure p and volume V of an ideal gas both increase in a process.

The pressure P and volume V of an ideal gas both decreases in a process.

The pressure P and volume V of a gas are related as PV^(3//2)=K where K is a constant. The percentage increase in the pressure for a diminution of 0.5% of the volume is

Pressure and volume of a gas changes from (p_0V_0) to (p_0/4, 2V_0) in a process pV^2= constant. Find work done by the gas in the given process.

The pressure and volume of a given mass of gas at a given temperature are P and V respectively. Keeping the temperature constant, the pressure is increased by 10% and the system is allowed to achieve a steady-state, then the pressure is decreased by 10% what cann be said about the final volume?

The relation between pressure P and volume V is givne by PV^(-(1)/(4)) = constant. If the percentage decrease in volume is (1)/(4) , then the approximate percentage increase in pressure is