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Standard XII
Chemistry
Liquids in Liquids
Liquids 'A'...
Question
Liquids
′
A
′
and
′
B
′
form an ideal solution. Calculate the vapour pressure of solution having 40 mole-percent of
′
A
′
in the vapour at equilibrium.
(
P
0
A
=
80
c
m
H
g
,
P
0
B
=
30
c
m
H
g
)
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Solution
1
P
t
o
t
a
l
=
Y
A
P
0
A
+
Y
B
P
0
B
=
0.4
80
+
0.6
30
=
1
40
P
t
o
t
a
l
=
40
c
m
H
g
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0
Similar questions
Q.
Two liquids
A
and
B
form an ideal solution. What is the vapour pressure of solution containing
2
moles of
A
and
3
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B
at
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?
[Given: At
300
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, vapour pressure of pure liquid
A
(
P
∘
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)
=
100
t
o
r
r
, Vapour pressure of pure liquid
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]
.
Q.
2 moles each of liquids A and B are dissolved to form an ideal solution. What will be the mole fraction of B in the vapour phase?
[
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=
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Q.
P
0
A
and
P
0
B
are the vapour pressure of pure liquid components,
A
and
B
, respectively of an ideal binary solution. If
X
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represents the mole fraction of component
A
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Q.
Mole fraction of the component A in vapour phase is
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Q.
If vapour pressure of pure liquid
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are mixed to form an ideal solution. The vapour pressure of solution will be:
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