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Class VI
Class VII
Class VIII
Class IX
Class X
CBSE Grade VIII - Algebraic Expressions and Identities
Question
1
1.
Which of the following algebraic expressions is a constant polynomial?
(
−
4
)
(
−
3
e
2
−
9
e
f
)
(
5
e
3
f
−
6
e
3
g
−
6
e
2
f
2
g
2
)
3
e
3
f
3
g
(
6
e
3
f
3
g
−
7
e
2
f
2
g
2
+
2
e
f
2
g
2
−
7
f
3
)
Question
2
2.
(
3
2
a
+
2
b
)
2
(
9
4
a
2
+
9
a
b
+
4
b
2
)
(
9
4
a
2
+
3
a
b
+
4
b
2
)
(
5
2
a
2
+
6
a
b
+
4
b
2
)
(
13
6
a
2
+
6
a
b
+
4
b
2
)
(
9
4
a
2
+
6
a
b
+
4
b
2
)
Question
3
3.
Which of the following terms is a like term of
(
−
2
)
?
9
v
(
−
2
)
7
v
3
(
−
9
v
4
)
(
−
5
v
2
)
Question
4
4.
The value of
(
−
x
5
+
5
x
3
−
4
x
2
)
−
(
7
x
4
−
5
x
2
+
3
)
−
(
−
6
x
5
+
7
x
4
−
2
)
is
(
8
x
5
−
14
x
4
+
5
x
3
+
x
2
−
1
)
(
4
x
5
−
14
x
4
+
5
x
3
+
x
2
−
1
)
(
6
x
5
−
14
x
4
+
5
x
3
+
x
2
−
1
)
(
5
x
5
−
14
x
4
+
5
x
3
+
x
2
−
1
)
(
3
x
5
−
14
x
4
+
5
x
3
+
x
2
−
1
)
Question
5
5.
The value of
(
9
o
2
p
2
−
9
o
2
p
+
8
o
2
−
9
o
p
2
)
−
(
−
7
o
2
p
+
7
p
2
−
6
p
+
6
)
is
(
8
o
2
p
2
−
2
o
2
p
+
8
o
2
−
9
o
p
2
−
7
p
2
+
6
p
−
6
)
(
9
o
2
p
2
+
o
2
p
+
8
o
2
−
9
o
p
2
−
7
p
2
+
6
p
−
6
)
(
9
o
2
p
2
−
4
o
2
p
+
8
o
2
−
9
o
p
2
−
7
p
2
+
6
p
−
6
)
(
9
o
2
p
2
−
2
o
2
p
+
8
o
2
−
9
o
p
2
−
7
p
2
+
6
p
−
6
)
(
10
o
2
p
2
−
2
o
2
p
+
8
o
2
−
9
o
p
2
−
7
p
2
+
6
p
−
6
)
Question
6
6.
Which of the following algebraic expressions is a zero polynomial?
(
7
i
3
j
3
k
+
6
i
j
2
k
2
+
1
)
0
(
i
j
3
k
3
−
2
i
k
)
(
i
3
j
3
k
3
+
6
i
2
k
+
6
i
j
3
k
2
−
2
i
j
)
6
i
j
k
3
Question
7
7.
The constant term in polynomial
(
5
w
3
+
w
2
−
5
w
+
8
)
is
7
8
9
6
11
Question
8
8.
The value of
21
1
2
✕
19
3
4
is
424
1
2
424
3
8
424
7
8
424
5
6
424
5
8
Question
9
9.
The value of
3
5
e
2
✕
3
5
e
✕
1
2
e
2
is
7
50
e
5
3
16
e
5
9
50
e
5
11
50
e
5
9
52
e
5
Question
10
10.
The value of
(
u
2
v
2
w
−
3
u
v
w
−
1
)
−
(
7
u
2
v
−
8
u
v
2
w
2
−
5
u
w
2
)
−
(
−
8
u
2
w
2
−
3
u
v
2
−
2
u
)
is
(
−
7
u
2
v
+
8
u
2
w
2
+
8
u
v
2
w
2
+
3
u
v
2
−
3
u
v
w
+
5
u
w
2
+
2
u
−
1
)
(
2
u
2
v
2
w
−
7
u
2
v
+
8
u
2
w
2
+
8
u
v
2
w
2
+
3
u
v
2
−
3
u
v
w
+
5
u
w
2
+
2
u
−
1
)
(
u
2
v
2
w
−
7
u
2
v
+
8
u
2
w
2
+
8
u
v
2
w
2
+
3
u
v
2
−
3
u
v
w
+
5
u
w
2
+
2
u
−
1
)
(
u
2
v
2
w
−
4
u
2
v
+
8
u
2
w
2
+
8
u
v
2
w
2
+
3
u
v
2
−
3
u
v
w
+
5
u
w
2
+
2
u
−
1
)
(
u
2
v
2
w
−
10
u
2
v
+
8
u
2
w
2
+
8
u
v
2
w
2
+
3
u
v
2
−
3
u
v
w
+
5
u
w
2
+
2
u
−
1
)
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