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The document discusses Henry's Law, which states that the solubility of a gas in a liquid is directly proportional to the gas's partial pressure above the liquid at a constant temperature. It includes various questions and explanations related to the solubility of gases, the effects of temperature and pressure, and the definitions of mole fraction and molality. Additionally, it provides examples and calculations related to the application of Henry's Law in different contexts.
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Solubility of a Gas in a Liquid (Henry's Law)
‘It states that, at a constant temperature, the solubility of a
gas in liquid is directly proportional to the partial pressure
of the gas present above the surface of liquid or solution.
pes or p=Ky.S
where, 5 = solubility of gas
partial pressure of gas at equilibrium
Ky =Henry’s law constant.
Unit of solubility is same as that of concentration,
1 Mark Questions
Multiple Choice Questions
1, Value of Henry's constant Ky
CBSE 2023
(a) increases with decrease in temperature
(0) decreases with increase in temperature
(©) increases with increase in temperature
(@) remains constant
2. Solubility of gases in liquids decreases with rise in
temperature because dissolution is an
(CBSE SQP 2021-22 (Term)
(@) endothermic and reversible process
(©) exothermic and reversible process
(©) endothermic and irreversible process
{(@) exothermic and irreversible process
Pressure does not have any significant effect on
solubility of solids in liquids because
(@)solids are highly compressible CBSE 2021-22 (Term-t)
(liquids are highly compressible
(©)solubility of solid in liquid is directly proportional to
partial pressure
(@)solids and liquids are highly incompressible
Assertion-Reason
Directions (Q. Nos. 3 and 4) In the following questions an
Assertion (A) is followed by a corresponding Reason( R).
‘Use the following keys to choose the appropriate answer.
(@) Both (A) and (R) are correct and (R) is the correct
explanation of (A).
(b) Both (A) and (R) are correct but (R) is not the correct
explanation of (A).
(©) (A)is correct and (R) is incorrect.
(@) (A) is incorrect and (R) is correct.
STS RRTERE OT
ars’ Questions”
« Inother words, “the partial pressure of the gas in vapour
phase (p) is directly proportional to the mole fraction (y.)
of the gas in the solution.
pey or p=Ky-%
«+ Ifwe draw a graph between partial pressure of the gas
versus mole fraction of the gas in solution, we get
straight line whose slope is given by Ky.
© Higher the value of Ky at a given pressure, lower is the
solubility of the gas in the liquid, Solubility of gases
increases with increase in pressure.
4, Assertion (A) Molarity of a solution changes with
temperature.
Reason (R) Molarity is a colligative property.
CBSE SQP 2023,
5. Assertion (A) Aquatic species are more comfortable
in cold water rather than in warm water.
Reason (R) Different gases have different Ky, values
at the same temperature. ‘CBSE SP 2021
Very Short Questions
6. Give reason
‘Aquatic animals are more comfortable in cold water
than in warm water. (CBSE 2024, 2018 C
7. Define the term mole fraction.
‘All India 2012, 2010C, Delhi 2012
8. Explain the Henry's law about dissolution of a gas in
aliquid. All india 2012, 2011; Delhi 2011; Foreign 2011
9. State the main advantage of molality over molarity as
the unit of concentration. Dethi 2010
2 Marks Questions
10. State Henry's law. Calculate the solubility of CO, in
water at 298 K under 760 mm He.
(Ky for CO, in water at 298 K is 1.25% 10° mm Hg)
All Indio 2020
11. Calculate the molality of ethanol solution in which the
mole fraction of water is 0.88. CBSE SqP 2019
12, Give reason for the following.
(i) Aquatic species are more comfortable in cold
‘water than in warm water.
ii) At higher altitudes people suffer from anoxia
resulting in inability to think, All india 201913. Define the following terms.
(i) Mole fraction (1)
(i) Molality ofa solution (m)
14, Calculate the molarity of 9.8% (
1,80, if the density of the solution
[Molar mass of HO, =98 8 mol]
45. Differentiate between molarity and molality of a
solution, How can we change molality value of a
solution into molarity value? Delhi 2014C; Foreign 2011
16. A solution of glucose (C,H,30g) in water is labelled
‘as 10% by weight. What would be the molality of the
solution? (Molar mass of glucose = 180 g mol” ).
All
Al India 2015C
{v) solution of
1.02. g mL“!
Foreign 2014
2013
17. Ifthe density of water of a lake is 1.25 gmL"' and 1 kg of
lake water contains 92 g of Na° ions, calculate the
molarity of Na” ions in this lake water. (Atomic mass of
Na=23 gmol"'). Foreign 2012
ROA KEY [7
« Find volume of solution using the formula V-
|| © While calculating volume of solution, total mass(m),
ie. mass of solute + mass of solvent is taken.
18, Differentiate between molarity and molality for a
solution. How does a change in temperature
influence their values? Dethi 2011, Foreign 2011
19, Explain why aquatic species are more comfortable in
cold water rather than in warm water. Delhi 20126
> ~>s swuestion Bank : CHEMIST,
20. State Henry's law and mention its two im
Portant
applications. Al Inia 2
a 2024, 25
¢
21, Answer the following questions, cose
SP 2m)
(0 State Henry's law and explain why the tank
by aba divers are filled wit ar diluted wi
iclium (11.7% helium, 56.2%
ae nitrogen and 32.1%
(ii) Assume that argon exertsa partial pressure of
6 bar. Calculate the solubility of argon gas in
water. (Given Henry's constant for argon dssoley
in water, Ky, =40 kbar)
3 Marks Questions
22. A solution of glucose (molar mass = 180 g mel") in
water is labelled as 10% (by mass). What would be the
molality and molarity ofthe solution? (Density of
solution = 1.2 g mL~). Delhi 2014
23, The partial pressure of ethane over a saturated solution
containing 656 x 10~ g of ethane is 1 bar. If the
solution contains 50x 10~g of ethane, then what will
be the partial pressure of the gas?
Delhi 2013C; Al inc 2012¢
24, IFN, gas is bubbled through water at
293 K, how many millimoles of N, gas would
dissolve in 1 L of water? Assume that N exerts
a partial pressure of 0.987 bar. Given that Henry's
Jaw constant for N, at 293 K is 76.48 K bar.
All India 20126
1. (©) increases with increase in temperature. w
2. (b) The dissolution ofa gas in a liquid is an
‘exothermic process. So, heat is evolved.
‘On applying Le-Chatelier’s principle the increase of
‘temperature decreases the solubility,
Gas + Solvent Solu
(Cacia it swans
‘eka dieting).
n+ Heat
3 (2) According {0 Henry's law, solubility of gas ina
id is directly proportional to pressu gas
above the surface of solution, ne OF Mt
The solubility of wi
‘eases as expected, increases wi
increase in pressure, " eee ta
4, (c) Assertion is correct, but Reason is incorrect.
Molarity is not a colligative property. It is only &
concentration term. It does not depend on number of
solute particles.
5. (b) Both (A) and (R) are correct but (R) is not the
correct explanation of (A).
Aquatic species are more comfortable in cold water
rather than in warm water because the solubility of
gas with increase of temperature.
issolved state in water. As per
Henry's lay, when temperature rises solubility of &
gas decreases in solvent, it means solubility of oxygen
jess than cold water. This makes
respirate comfortably in cold water.
decrea:Solutions
7. The mole fraction of a component is the ratio of the
number of moles of the component tothe total number
of moles of all the components present in the solution
Mole fraction of a component
of the component
Total number of moles of all the components
Fora binary solution, mole fraction of component 4,
™
Xa
m4 +
Similarly, for B, x5 =—"®—and x4 +% 5
n+p
8, Henry’s law states that, the partial pressure of the gas
in vapour phase ( p) is directly proportional to the
mole fraction of the gas ()in the solution.
paKy x
Here, Ky = Henry's law constant,
Different gases have different Ky, values at the same
temperature.
8. Molality does not change with change in temperature
while, molarity decreases with rise in temperature.
10. According to Henry's law, p=Ky °%
08% 107%
umber of moles of ethanol,
umber of moles of water.
Molality of ethanol means the number of moles of
‘ethanol present in 1000 g of water.
rn, =1008 55,5 moles
18 :
‘Substituting the value of nm, in Eq. (i), we get
ma
0.12
55.5 +m,
ny = 7.57 moles
‘Thus, molality of ethanol (Cp11 sOH) =7.57 m
12, (j) Refer to sol 5. o
i) At higher altitudes, people suffer from anoxia
because at higher altitudes, the partial pressure of
oxygen is less than that at ground level. This leads
to low concentration of oxygen in the blood and
tissues of people. o
13, (i) Mole fraction (7) Refer to texton page 2. (1y
(ii) Molality of solution (m1) Refer to text on page 2.¢1)
0.8% solution of H SO, means 98 g of 11,50 q is
present in 100 g of the solution, Thus,
Mass of 11,50, dissolved = 98
Mass of solution = 1002
Density of solution = 102 g mL
Moles of H,S0, =
9804 mL. or 0.09804 L.
of moles of the solute
‘Volume of solution (in litres)
0.1 mol
0.09804 L
=1019 mol L“ or 1.02 M
15, Molality is defined as the number of moles of the solute
per kilogram of the solvent. It is represented by m.
Number of moles of solute «1000
‘Mass of solvent (ing)
Motality (m) =
It does not change with change in temperature.
Molarity is defined as the number of moles of solute
dissolved in one litre or one cubie decimetre of the
solution, _Nunber of moles of slut 1000
; nm ex
Molarty (8) = tums of solution (in iL)
Ttdecreases with increase in temperature (as V 7).
We ean change molality value ofa solution into molarity
value by using following relation.
Mx 1000,
(1000% d= (
Where, Af is the molarity and Mf is the molar mass of
Component 2 (generally solute) and d isthe density of
solution (in gem *).
16. A 10% glucose solution by weight means that 10 g of
iglucose is present in 100 g solution.
Molality (1) =
Number of moles of 10 g glucose “a 0555 mol
‘Weight of glucose = 10g,
90
Weight of water = 90g = oa kg =009kgyy
Number of motes of solute
Mass of solvent (in kg)
= 20555 100 «961 mol kg! or 061m
O09kg
Molaity (m) =
17. Given, d= 1.25 gm", w, =92g,
W, =1 kg or 1000 g, Mf, =23 g mol!
We know that, density (d) of solution
Mass (mi) of solution
Volume (7) of solution
im _ (1000 g+ 92 8)
a 125em4
mass of solvent + mass of solute]
or
[Mass of solution
312 int 28736 mL =8736%107 L
1.25
28
23.gmol
Moles of solute
Moles of solute = mol
4 mol
>
Chapterwise CBSE Question Bank : CHEMIsy,
ey
where, Kyy= Henry's constant
%=mole fraction ofthe gas
Sx1ot
40x10
22. 10% glucose solution (by mass) in water
m
of glucose (solute is present in 100g of solution
Thus, mass of solution, m=100 g
wz =10g (solute); H, =90g (solvent)
My (glucose) = 180 g mol!
Density of solution = 1.2 g mL“!
Volume of solution,
yom. 100g 1000
12g mL-
; W 10x12
Molarity (4) =——"2_ = 01? _
cams M,x volume 180x1 aa
Molality (m) = 12% 1000 _ 10% 1000 _ 9 61755
M,xW,— 180x90
Molarity =. =
Volume of solution (L) 8736x107 L.
=4579mol L™ or 4.58M
18. Refer to text on page 2 and solution 15.
19. Refer to solution 5.
20. Henry’s law Refer to text on page 3,
Applications of Henry’s Law
(@ To increase the solubility of CO, in softdrinks and
soda water, the bottle is sealed under high pressure.
Gi) To minimise the painful effects of bends or
decompression sickness in deep sea divers, oxygen
diluted with less soluble helium gas is used as
breathing gas. (1/24 1/2=1)
21. (i) Henry's law states that the partial pressure of the
gas in vapour phase (p) is proportional to the mole
fraction of the gas (x) in the solution.
The pressure under the water is very high. So, the
solubility of gases in blood increases. When the
diver comes to surface, the pressure decreases.
‘The releases the dissolved gases and leads to the
formation of bubbles of nitrogen in the blood, this
ccan creates medical issues.
To avoid this situation and maintain the same
partial pressure of nitrogen underwater too,
dilution is done with helium.
Gi) Henry's law is given by formula
paKyx
w
Common eneraly, students write wrong uri fr
Mistake molarity and molaity. Do wet the
correct units atthe end of the answer you get.
23. According to Henry’s law,
Hx P
=Ky xIbar
56x 10"2g bar!
m
InI case, 6.56% 10>
or Ky
In Il case, $.00x 107? g = (656x107 g bar“')x p
5.00x107g
6.56% 107 g bar
24, According to Henry’s law, py, =Ku *%ny
or 0.762 bar
eye, = PND = 0987 bat 4.29107
N2 "Ky 76480 bar
If mmoles of N, are present in 1L or 1000 g of water
(« 10005
n
N+55,5 55.5
1.29 107%
(sn <<< 55.5)
129% 10° x55,5 moles
71,395%10™ moles
=0.716 millimoles