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Standard XI
Chemistry
Osmotic Pressure
Calculate the...
Question
Calculate the osmotic pressure (in atm) of a solution obtained by mixing 100 mL of 3.0% (m/V) solution of urea (molecular mass = 60) and 100 mL of 1.71% (m/V) solution of cane sugar(molecular mass = 342) at
327
∘
C
.
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Solution
Π
=
C
R
T
=
3.0
60
+
1.71
342
)
×
1000
200
×
0.082
×
600
=
13.53
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Similar questions
Q.
A solution obtained by mixing
100
m
L
of
20
%
solution of urea (
m
o
l
a
r
m
a
s
s
=
60
) and
10
m
L
of
1.65
solution of cane sugar (
m
o
l
a
r
m
a
s
s
=
342
) at
300
K
.
R
=
0.083
L
b
a
r
K
−
1
m
o
l
−
1
). Calculate.
(a)Osmotic pressure of urea solution, (b) Osmotic pressure of cane sugar solution, (c) Total osmotic pressure of solution:
Q.
Calculate osmotic pressure of a solution (w
rite only integer part)
obtained on mixing
100
mL of
3.4
%
(mass/vol) solution of urea (molar mass
60
) and
50
mL of
1.6
%
(mass/vol) solution of cane sugar (molar mass
342
) at
27
o
C
.
Q.
If a
100
m
L
of urea solution is isotonic with
10
%
(
w
/
V
)
solution of cane sugar , then calculate the weight of urea in the urea solution
Given: The molecular mass of cane sugar is
342
g
m
o
l
−
1
and that of urea is
60
g
m
o
l
−
1
.
Q.
100 mL aqueous solution of glucose with osmotic pressure 1.2 atm at
25
o
C
is mixed with 300 mL aqueous solution of urea at 2.4 atm at
25
o
C
. Calculate the osmotic pressure of mixture.
Q.
The osmotic pressure of a solution in atm obtained on mixing each
50
mL of
1.2
% mass/volume urea solution and
2.4
% mass/volume glucose solution at
300
K is:
(
R
=
0.08
litre atm
K
−
1
m
o
l
−
1
)
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