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Standard XII
Chemistry
Concentration Terms - An Introduction (w/w etc)
The vapour de...
Question
The vapour density of mixture of
P
C
l
5
,
P
C
l
3
and
C
l
2
is
92
. Find the degree of dissociation of
P
C
l
5
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Solution
Given :-
P
C
l
5
⇌
P
C
l
3
+
C
l
2
(
C
)
(
1
−
x
)
(
C
x
)
(
x
)
(
C
x
)
(
x
)
Let the initial concentration be
′
c
′
.
Concentration of
P
C
l
3
=
C
−
C
x
where
′
x
′
is the degree of dissociation
(
α
)
Total mole at equilibrium
=
C
+
C
x
initial mole
=
C
Therefore, degree of dissociation
(
α
)
is
C
+
C
×
/
C
=
104.25
/
92
1
+
x
=
1.13
x
=
1.13
−
1
x
=
0.13
∴
The degree of dissociation is
0.13
.
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Similar questions
Q.
When heating
P
C
l
5
, it decompose
P
C
l
3
and
C
l
2
in form of gas. The vapour density of gas mixture is
70.2
and
57.9
at
200
∘
C
and
250
∘
C
. The degree of dissociation of
P
C
l
5
at
200
∘
C
at
250
∘
C
is:
Q.
The numerical value of
d
/
D
when
α
=
0
for
P
C
l
5
⇌
P
C
l
3
+
C
l
2
; where
d
are vapour density of equilibrium mixture and
D
is vapour density of
P
C
l
5
.
Q.
The degree of dissociation is
0.5
at
800
K
and
2
atm for the gaseous reaction
P
C
l
5
⇌
P
C
l
3
+
C
l
2
Assuming ideal behaviour of all the gases. Calculate the density of equilibrium mixture at
800
K
and
2
atm.
Q.
The degree of dissociation is
0.4
at
400
K
and
1
a
t
m
for the gaseous reaction.
P
C
l
5
⇌
P
C
l
3
+
C
l
2
. Assuming ideal behaviour of all the gases. Calculate the density of the equilibrium mixture at
400
K
and
1
atm Pressure.
Q.
P
C
l
5
dissociates into
P
C
l
3
and
C
l
2
. If the total pressure of the system in equilibrium is
P
at a density
ρ
and temperature
T
, show that the degree of dissociation
α
=
P
M
ρ
R
T
−
1
, where
M
is the relative molar mass of
P
C
l
5
. If the vapour density of the gas mixture at equilibrium has the value of 62 when the temperature is
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/
ρ
?
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