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Byju's Answer
Standard XII
Chemistry
Hess' Law
Consider the ...
Question
Consider the following processes
△
H
(
k
J
/
m
o
l
)
1
2
A
→
B
+
150
3
B
⇒
2
C
+
D
−
125
E
+
A
→
2
D
+
350
For
B
+
D
→
E
+
2
C
,
△
H
will be:
A
+
525
k
J
/
m
o
l
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B
−
175
k
J
/
m
o
l
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C
−
325
k
J
/
m
o
l
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D
+
325
k
J
/
m
o
l
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Solution
The correct option is
B
−
175
k
J
/
m
o
l
1
2
A
→
B
;
△
H
=
150
k
J
/
m
o
l
.
.
.
(
i
)
3
B
→
2
C
+
D
;
△
H
=
+
350
k
J
/
m
o
l
.
.
.
.
(
i
i
)
E
+
A
→
2
D
;
△
H
=
+
350
k
J
/
m
o
l
.
.
.
(
i
i
i
)
By
[
2
×
(
i
)
+
(
i
i
)
]
−
(
i
i
i
)
, we get
B
+
D
→
E
+
2
C
∴
△
H
=
150
×
2
+
(
−
125
)
−
350
=
−
175
k
J
/
m
o
l
Suggest Corrections
0
Similar questions
Q.
Consider the following process
Δ
H
(
k
J
/
m
o
l
)
1
2
A
→
B
+
150
3
B
⟶
2
C
+
D
−
125
E
+
A
⟶
2
D
+
350
For;
B
+
D
⟶
E
+
2
C
,
Δ
H
will be :
Q.
Consider the following processes:
Δ
H
(
k
J
/
m
o
l
)
1
2
A
→
B
+
150
3
B
→
2
C
+
D
−
125
E
+
A
→
2
D
+
350
For
B
+
D
→
E
+
2
C
,
Δ
H
will be:
Q.
Consider the following processes.
Δ
H
(
k
J
/
m
o
l
)
1
/
2
A
→
B
+150
3
B
→
2
C
+
D
-125
E
+
A
→
2
D
+350
For
B
+
D
→
E
+
2
C
,
Δ
H
will be:
Q.
Consider the following process
Δ
H
(
k
J
/
m
o
l
)
1
2
A
→
B
+
50
3
B
→
3
C
+
D
−
125
E
+
A
→
2
D
+
350
For
B
+
D
→
E
+
2
C
,
Δ
H
will be:
Q.
Reaction
Yield of the reaction
(
i
)
2
A
+
3
B
→
3
C
+
D
80%
(
i
i
)
2
C
+
E
→
4
F
40 %
(
i
i
i
)
3
F
+
7
H
→
8
G
50%
Starting with 6 mol of A, 9 mol of B, 4 mol of E and 15 mol of H, the number of moles of G formed will be
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