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Byju's Answer
Standard XII
Chemistry
Hardness of Water and Treatment
10L of water ...
Question
10
L of water requires
0.28
g of lime (CaO) for removing hardness. Calculate the temporary hardness in ppm of
C
a
C
O
3
.
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Solution
Given concentration of lime=
0.28
g
=
280
m
g
/
10
l
i
t
=
28
m
g
/
l
i
t
1
p
p
m
=
1
part of
C
a
C
O
3
in
10
6
parts of
H
2
O
.
[
m
=
100
28
]
→
equivalent of
C
a
O
Temporary hardness=
c
×
m
=
28
×
100
28
=
100
∴
Temporary hardness=
100
p
p
m
.
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Similar questions
Q.
10
L of hard water required
0.56
g of lime
(
C
a
O
)
for removing hardness. Hence, temporary hardness in ppm of
C
a
C
O
3
is :
Q.
10
L of hard water required
0.56
g of lime (CaO) for removing hardness. Hence, the temporary hardness in ppm (part per million) of
C
a
C
O
3
is :
Q.
10
L of hard water with temporary hardness of
[
C
a
(
H
C
O
3
)
2
]
requires
0.56
g of lime. The reaction follows as:
C
a
(
H
C
O
3
)
2
+
C
a
O
⟶
2
C
a
C
O
3
+
H
2
O
.
Temporary hardness in terms of ppm of
C
a
C
O
3
is:
Q.
Following reaction is used to remove temporary hardness which is due to dissolved bicarbonates of
C
a
2
+
and
M
g
2
+
.
C
a
(
H
C
O
3
)
2
+
C
a
(
O
H
)
2
→
2
C
a
C
O
3
↓
+
2
H
2
O
Actually lime (
C
a
O
) is added which in
H
2
O
forms
C
a
(
O
H
)
2
and precipitates
C
a
C
O
3
C
a
O
+
H
2
O
→
C
a
(
O
H
)
2
If
10
L of hard water requires
0.56
g of
C
a
O
, temporary hardness of
C
a
C
O
3
is
x
×
10
2
ppm. Find
x
.
Q.
Hardness of water is measured in terms of ppm (parts per million) of
C
a
C
O
3
. It is the amount (in g) of
C
a
C
O
3
present in
10
6
g
H
2
O
. In a sample of water,
10
L required
0.56
g of
C
a
O
to the remove temporary hardness of
H
C
O
−
3
.
C
a
(
H
C
O
3
)
2
+
C
a
O
⟶
2
C
a
C
O
3
+
H
2
O
Temporary hardness is
:
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