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Density of the gas is......... Proportio...

Density of the gas is......... Proportioanl to pressure.

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Density of a gas 'd' is

Using the equation of state pV=nRT , show that at a given temperature the density of gas is proportional to gas pressure p .

A : At constant temperature, the gas density is directly proportional to pressure. R : More is the pressure of the gas , the denser it becomes.

Density of gas is inversely proportional to absolute temperature and directly proportional to pressure rArr d prop P/T rArr (dT)/P = constant rArr (d_(1)T_(1))/P_(1) =(d_(2)T_(2))/P_(2) Density at a particular temperature and pressure can be calculated bousing ideal gas equation PV = nRT rArr PV = ("mass")/("molar mass (M)") x RT P xx M =("mass")/("volume") xx RT rArr P xx M = d xx RT d=(PM)/(RT) The density of gas is 3.8 g L^(-1) at STP. The density at 27°C and 700 mm Hg pressure will be

Assertion: At constant temperature, if pressure on the gas is doubled, density is also doubled. Reason: At constant temperature, molecular mass of a gas is directly proportional to the density and inversely proportional to the pressure

Assertion: At constant temperature, if pressure on the gas is doubled, density is also doubled. Reason: At constant temperature, molecular mass of a gas is directly proportional to the density and inversely proportional to the pressure

Assertion: At constant temperature, if pressure on the gas is doubled, density is also doubled. Reason: At constant temperature, molecular mass of a gas is directly proportional to the density and inversely proportional to the pressure

During an experiment, an ideal gas is found to obey a condition (p^2)/(rho) = "constant" . ( rho = density of the gas). The gas is initially at temperature (T), pressure (p) and density rho . The gas expands such that density changes to rho//2 .

During an experiment, an ideal gas is found to obey a condition (p^2)/(rho) = "constant" . ( rho = density of the gas). The gas is initially at temperature (T), pressure (p) and density rho . The gas expands such that density changes to rho//2 .

The energy density u/V of an ideal gas is related to its pressure P as

CENGAGE CHEMISTRY ENGLISH-STATES OF MATTER-Exercises (Fill In The Blanks)
  1. Vapor pressure of a liquid decreases with increases in ........

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  2. The larger the molecular size..........should be the value of b.

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  3. Density of the gas is......... Proportioanl to pressure.

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  4. Temperature above which gas cannot be liquefied is called .........

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  5. Volume occupied by gas at T(c ) and P(c ) is called........

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  6. The gas molecule can be liquefied and solidified due to the pressure o...

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  7. The numerical value of b is ......times the actual volume occupied by ...

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  8. The ratio of molar volume to ideal molar volume is called .......

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  9. For hydrogen gas, Z is ......unity at all pressure.

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  10. SI Unit of pressure would be.........

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  11. Real gases behave ideal at ........and .......

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  12. Z for ideal gas is...........

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  13. Surface tension decreases with increase in .......

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  14. Viscosity of liquid decreases with increase in........

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  15. Total pressure of gases is ...........to the sum of partial pressure o...

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  16. The equation of state is PV = ..........

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  17. Rate of diffusion is directly proportional to.........

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  18. Total kinetic energy of gas depends only upon........

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  19. According to Charles's law, volume of gas is related to pressure as .....

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  20. The equation of (P(c )V(c ))/(RT(c )) = ..........

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