Explanation
The difference between volume and pressure coefficients of an ideal gas is :
A sealed glass jar is full of water. When it is kept in a freezing mixture, it is broken because :
List - I List - II
a. Temperature of water e.273 K
at the bottom of a lake
b.$$\gamma _{r}$$of water is - ve f. 277 K
between
c. $$\gamma _{r}$$ of water is positive g. above 277 K
d. Temperature of water h. 273K and
just below ice layer in 277 K
a Lake
Water at $$4^{0}$$C is filled to the brim of 2 beakers. A boy performed an experiment A of heating and B of cooling. The observation was :
The P-T graph for the given mass of an ideal gas is shown in figure. Then the volume
A gas in an airtight container is heated from 25$$^{o}$$C to 90$$^{o}$$C. The density of gas will :
A sealed glass jar is full of water. When its temperature is decreased to $$0^{o}C$$ :
The molar gas constant is the same for all gases because at the same temperature and pressure, equal volumes of gases have the same :
If the volume of the gas is to be increased by 4 times :
A gas at temperature 27$$^{0}$$C and pressure 30 atmospheres is allowed to expand to one atmospheric pressure. If the volume becomes 10 times its initial volumes, the final temperature becomes :
The temperature of a gas contained in a closed vessel is increased by 2 K when the pressure is increased by 2%. The initial temperature of the gas is :
The Universal gas constant may be expressed as :
a) 8.31 J/mole-K c) 2.00 J/mole-K
b) 8.31 cal/mole-K d) 2.00 cal/mole-K
The parameter that determine the physical state of gas are :
a) Pressure b) Volume
c) Number of moles d) Temperature
16 gm of $$O_{2}$$ gas and x gm of $$H_{2}$$ gas occupy the same volume at the same temperature and pressure. Then x is :
The mass of oxygen gas (in Kilo grams) occupying a volume of 11.2 litre at a temperature 27$$^{0}$$C and a pressure of 76cm of mercury is :
(Molecular weight of oxygen = 32)
Select the correct formula :
(where k=Boltzmann's constant, R= gas constant, n= moles, r = density, M= molecular weight, p= pressure, T= kelvin temperature, V= volume)
a) k=RN$$_{av}$$
b)$$r=\dfrac{nM}{V}$$
c)$$\dfrac{p}{r}=\dfrac{RT}{M}$$
d) R=kN$$_{av}$$
In the equation PV=constant, the numerical value of constant depends upon
a) temperature b) mass of the gas
c) system of units used d) nature of the gas
How many times is the weight of the air filling a room in winter ($$7^{0}C$$) greater than weight in summer $$(37^{0}C)$$ ? Assume that pressure is constant.
Two containers of equal volume containing the same gas at pressure $$P_{1}$$ and $$P_{2}$$ and absolute temperature $$T_{1}$$ and $$T_{2}$$ respectively were connected with narrow capillary tube. The gas reaches a common pressure P and a common temperature T. The ratio P/T is equal to :
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