States of Matter Solid, Liquid and Gas MCQ Questions & Answers in Physical Chemistry | Chemistry
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161.
Select the correct statement. In the gas equation $$pV = nRT$$
A
$$n$$ is the number of molecules of a gas
B
$$V$$ denotes volume of one mole of the gas
C
$$n$$ moles of the gas have a volume $$V$$
D
$$p$$ is the pressure of the gas when only one mole of the gas is present
Answer :
$$n$$ moles of the gas have a volume $$V$$
The ideal gas equation is $$pV = nRT$$
where, $$V$$ is the volume of $$n$$ moles of a gas.
162.
At $${27^ \circ }C$$ a sample of ammonia gas exerts a pressure of 5.3 atm. What is the pressure when the volume of the gas is reduced to one-tenth of
the original value at the same temperature?
Orthorhombic crystal has three unequal axis which are at right angle to each other $$a \ne b \ne c,$$ all angles $$ = {90^ \circ }$$
So, axial distances $$a \ne b \ne c$$ and axial angles $$\alpha = \beta = \gamma = {90^ \circ }.$$
164.
Which of the following volume $$(V)$$ - temperature $$(T)$$ plots represents the behaviour of one mole of an ideal gas at one atmospheric pressure ?
165.
Gases possess characteristic critical temperature which depends upon the magnitude of intermolecular forces between the particles. Following are the critical temperatures of some gases.
Gases
$${H_2}$$
$$He$$
$${O_2}$$
$${N_2}$$
Critical temperature in kelvin
33.2
5.3
154.3
126
From the above data what would be the order of liquefaction of these gases? Start writing the order from the gas liquefying first.
A
$${H_2},He,{O_2},{N_2}$$
B
$$He,{O_2},{H_2},{N_2}$$
C
$${N_2},{O_2},He,{H_2}$$
D
$${O_2},{N_2},{H_2},He$$
Answer :
$${O_2},{N_2},{H_2},He$$
The higher the critical temperature more is the ease with which the gas liquefies. Hence oxygen will liquefy first. The correct order of liquefying the gases will be $${O_2},{N_2},{H_2},He$$
166.
Which of the following statements are correct?
(i) Hydrogen bonding is a special case of dipole - dipole interaction.
(ii) Energy of hydrogen bond varies between $$10$$ to $$100\,kJ\,mo{l^{ - 1}}.$$
(iii) Hydrogen bonds are powerful force in determining the structure and properties of compounds like proteins, nucleic acids etc.
(iv) Strength of the hydrogen bond is determined by the coulombic interaction
between the lone-pair electrons of the electronegative atom of one molecule and
the hydrogen atom of other molecule.
A
(i) and (ii)
B
(i), (ii) and (iii)
C
(ii), (iii) and (iv)
D
All of these
Answer :
All of these
All of the given statements are correct for hydrogen bond.
167.
An ideal gas, obeying kinetic theory of gases cannot be liquefied, because
A
it solidifies before becoming a liquid
B
forces acting between its molecules are negligible
C
its critical temperature is above $$0{\,^ \circ }C$$
D
its molecules are relatively small in size.
Answer :
forces acting between its molecules are negligible
A gas can only be liquefied, if some forces of attraction are acting in its molecules. Since an ideal gas is devoid of force of attraction in its molecules, therefore it cannot be liquefied.
168.
A spherical balloon of $$21\,cm$$ diameter is to be filled with $${H_2}$$ at $$NTP$$ from a cylinder containing the gas at $$20\,atm$$ at $${27^ \circ }C.$$ The cylinder can hold $$2.82\,L$$ of water at $$NTP.$$ The number of balloons that can be filled up is
A
15
B
10
C
20
D
25
Answer :
10
$$\eqalign{
& {\text{The volume of the balloon}} = \frac{4}{3}\pi {r^3} \cr
& = \frac{4}{3} \times \frac{{22}}{7} \times {\left( {\frac{{21}}{2}} \right)^3} \cr
& = 4851\,mL \cr
& {\text{Volume of the cylinder}} = 2820\,mL \cr
& {\text{Volume of}}\,{H_2}\,{\text{at }}NTP \cr
& = \frac{{20 \times 2820 \times 273}}{{300 \times 1}}mL \cr
& = 51324\,mL \cr} $$
After filling the cylinder will have $${H_2}$$ equal
to its volume $$ = 2820\,mL$$
$$\eqalign{
& \therefore {\text{Volume of}}\,{H_2}\,{\text{for filling balloons}} \cr
& = 51324 - 2820 = 48504\,mL \cr
& {\text{Hence no}}{\text{. of balloon to be filled}} \cr
& = \frac{{48504}}{{4851}} \approx 10 \cr} $$
169.
The ratio of masses of oxygen and nitrogen in a particular gaseous mixture is 1 : 4. The ratio of number of their molecule is:
TIPS/Formulae :
$$d = \frac{{PM}}{{RT}}$$
It means density of gas is directly proportional to pressure and inversely proportional to temperature. Density of neon will be maximum at highest pressure and lowest temperature.
∴ (B) is correct answer.