KTGEasy
Question
An ideal gas is initially at temperature T and volume V. Its volume is increased by ᐃV due to an increase in temperature ᐃT, pressure remaining constant. The quantity δ = ᐃV/(VᐃT) varies with temperature as :-
Options
A.

B.

C.

D.

Solution
From ideal gas equation PV = RT .....(i)
or PᐃV = RᐃT
Dividing equation (ii) by (i) we get
= δ (given)
∴ δ =
. So the graph between δ and T will be rectangular hyperbola
or PᐃV = RᐃT
Dividing equation (ii) by (i) we get
∴ δ =
Create a free account to view solution
View Solution FreeMore KTG Questions
A balloon contains 500 m3 of helium at 27o0C and 1 atmosphere pressure. The volume of the helium at - 3oC temperature an...The temperature of the hydrogen at which the average speed of its molecules is equal to that of oxygen molecules at a te...At what temperature the molecules of nitrogen will have the same r.m.s. velocity as the molecules of oxygen at 127o C...Container x has volume double that of container y and both are connected by a thin tube. Both contains same ideal gas. T...A container has two chambers of volumes $V_{1} = 2$ litres and $V_{2} = 3$ litres separated by a partition made of a the...