Quadratic Trinomial(ax²+bx+c)
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- m2−2mn+n2
- m3−2mn+n2
- m2−4mn+n2
- m2−2mn−n2
12m2−27
a8−2a4b4+b8
- [(a+b2)(a+b)(a−b)]2
- [(a2−b2)(a+b)(a−b)]2
- [(a2+b2)(a+b)(a−b)]2
- [(a2+b)(a+b)(a−b)]2
- 2×2×2
- 3×2×2
- 4×2×2
- 3×3×2
Write down the numerical as well as literal coefficient of each of the following monomials :
- -2, 15
- 2, -15
- -2, -15
- 2, 15
If 3 is a factor of 14pq, then 3 is also a factor of 28p2q.
True
False
- True
- False
The expansion of the algebraic identity ( x + a ) ( x + b ) is:
- True
- False
Spot the mistake:
(3y+8)2=9y2+24y+64
24y should be replaced by 48y
64 should be replaced by -64
There is no mistake in the given equation.
9y2 should be replaced by 3y2
Substituting x=−3 in (x2)−5x gives
- (2x−y)(4x2+2xy+y2)
- (2x+y)(4x2−2xy+y2)
- (2x−y)(4x2−2xy+y2)
- (2x−y)(4x2−2xy−y2)
If AB is divisible by 5 but not divisible by 2 and BA is divisible 3. Then which of the following is possible value of A and B?
A=4, B=0
A=4, B=5
A=7, B=5
A=5, B=2
Factorise the expression:
ax2+by2+bxy+axy
(x+y)(ax+by)
(x−y)(ax−by)
(x+y)(ax−by)
(ax+by)(ax+by)
- 1130
- 565
- 578
- 1156
- None of these
23 is a factor of 23.
True
False
Find the common factor between
2t, 3t2and 4.
3
2
1
t
The value of the expression (2x)2+5x for x=3 is 51.
False
True
- 2
- 3
- 1
- 9
(7a/2−5b/2)2−5a/2−7b/2)2
Using the literal and its powers, write one example of monomial
'xy' is a factor of '5xyz'.
False
True
- quadratic trinomial
- quadratic monomial
- rational algebraic expression
- quadratic binomial
Which of the following cannot be a factor of any positive integer?
1
The number itself.
0
- 2