From the relation Cp-Cv=R show that the ...

From the relation `C_p-C_v=R` show that the ratio of two specific heats `(gamma)` of an ideal gas is given by `gamma=1+2/f` where f is the degrees of freedom of the molecule.

Topper's Solved these Questions

KINETIC THEORY OF GASES
CHHAYA PUBLICATION|Exercise Examinations Archive with Solutions(WBJEE)|3 Videos
KINETIC THEORY OF GASES
CHHAYA PUBLICATION|Exercise Examinations Archive with Solutions(JEE Main)|4 Videos
KINETIC THEORY OF GASES
CHHAYA PUBLICATION|Exercise ENTRANCE CORNER(Integer answer type)|5 Videos
HYDROSTATICS
CHHAYA PUBLICATION|Exercise CBSE SCANNER|1 Videos
MEASUREMENT AND DIMENSION OF PHYSICAL QUANTITY
CHHAYA PUBLICATION|Exercise CBSE SCANNER|18 Videos

Similar Questions

Explore conceptually related problems

From the relation C_p - C_v= R show that the ratio of two specific heats (gamma) of an ideal' gas is given by gamma = 1+ 2/ f , where f is the degrees of freedom of a molecule.

Show that for ideal gas C_(P ) - C_(v ) = R and gamma =1 +(2)/(f ) , where f is the degrees of freedom of the molecule .

The ratio between the specific heats of an ideal gas is gamma . Show that the number of degrees of freedom of the gas molecules is n=2/(gamma-1) .

The ratio between the specific heats of an ideal gas is y. show that the number of freedom of the gas molecules is n=2/(y-1)

The ratio of the specific heats C_p/C_v=gamma in terms of degrees of freedom(n) is given by

If gamma be the ratio of specific heats at cosntant pressure & constant volume, then show that the degree of freedom Is n = 2/(gamma-1)

Find out the molar specific heat C_p and C_v of an ideal gas having gamma =1.67, given R=2 cal mol^-1^@ c^-1

Find out the molar specific heats C_(p) an C_(v) of an ideal gas having gamma = 1.67 . Given, R = 2 cal cdot mol^(-1) cdot^(@)C^(-1) .

Show that the adiabatic bulk modulus of an ideal gas is equal to the product of the pressure of the gas and the ratio of its two specific heat (gamma) .

CHHAYA PUBLICATION-KINETIC THEORY OF GASES-Examinations Archive with Solutions(WBCHSE)

Use kinetic theory of gases to show that the average kinetic energy of...
Text Solution
|
What is mean free path of a gas molecule? On What factors does it depe...
Text Solution
|
Which one of the following is not true for an ideal gas ?
Text Solution
|
From the relation p=1/3 mnc(rms)^2 show that the mean kinetic energy o...
Text Solution
|
From the relation Cp-Cv=R show that the ratio of two specific heats (g...
Text Solution
|
A monatomic ideal gas is heated at constant pressure. How much fractio...
Text Solution
|
From kinetic theory prove that pressure of a gas p=(2E)/(3v) (where v=...
Text Solution
|
What will be the effect on rms velocity of a gas particle when (i) Tem...
Text Solution
|
The degrees of fraction of a molecular gas is n. Show that the ratio o...
Text Solution
|
In thermal equilibrium the rms velocity of a gas molecule is
Text Solution
|
Write the expression for mean free path.
Text Solution
|
The mean free path of oxygen molecule at NTP is 9.5 times 10^-6 cm Wha...
Text Solution
|
From kinetic theory of gases prove that the pressure of a gas p=2E//3V...
Text Solution
|
State two fundamental postulates of kinetic theory of ideal gases.
Text Solution
|
The temperature of a gas in increased from 27^@C to 327^@C. Show that...
Text Solution
|
The volume and pressure of two moles of an ideal gas and V and p respe...
Text Solution
|
The perfect gas equation for 4g of hydrogen gas is
Text Solution
|
From the relation p=1/3 mnc(rms)^2 show that the mean kinetic energy o...
Text Solution
|
Define degrees of freedom Write down the principle of equipartition of...
Text Solution
|