ALGEBRA
TEST FOR 8th GRADE
[
IDENTITIES ]
Answers
are provided at the end of the test
Qn 1 :
Simplify: (a + b)(a2 - ab
+ b2)
[A] a3 + b3
[B] a3 – b3
[C] a3 – 2a2b2
+ b3
[D] a3 + a2b2 - b3
Qn 2 :
(x + 1)(x –
1)(x2 + 1) =
.......................
[A] x4 - 1
[B] x4 – 2x2 + 1
[C] x4 + x2 + 1
[D] x4 + 1
Qn 3 :
Factorize
: x2 – 7x – 60
[A] (x – 12)(x + 5)
[B] (x + 6)(x - 10)
[C] (x - 20)(3 - x)
[D] (x - 15)(x + 4)
Qn 4 :
Which of the
following expressions is of the
form, (a + b)2 ?
[A] x2+ 4
[B] p2q2 + 4pq +
16
[C] x2 + x + 1/4
[D] y2 + 20y - 100
Qn 5 :
The area of
a square is a2 – 8ab + 16b2 square units. Which of the following expressions will
denote the perimeter of this square ?
[A] 4a – 16b
[B] a – 8b
[C] 4a – 8b
[D] 4a – 4b
Qn 8 :
Factorise
: ps + qr – pr - qs
[A] (p + q)(s - r)
[B] (p – q)(s + r)
[C] (p – q)(r – s)
[D] (p – q)(s – r)
Qn 9 :
If x2 + 12x + 40 can be written in the form, (x + p)2 = q , then the value of p
and the value of q are ..........
[A] p = 8 ; q = 6
[B] p = 9 ; q = 4
[C] p = 10 ; q = 3
[D] p = 6 ; q = 4
Qn 10 :
The sum of
the binomial factors of the expression,
6x2 – 7x – 3 is
.............
[A] 7x + 11
[B] 7x - 2
[C] 6x + 3
[D] 5x - 2
============================
ANSWERS:
Qn 1 : A
Qn 2 : A
Qn 3 : A
Qn 4 : C
Qn 5 : A
Qn 6 : A
Qn 7 : C
Qn 8 : D
Qn 9 : D
Qn10: D
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Thank you for
attempting this test
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