Factorisation Using Algebraic Identities
Trending Questions
Q. Question 2(i)
Factorise
4p2−9q2
Factorise
4p2−9q2
Q.
Factorise: .
Q.
Factorise:
x2+8x+16
Q.
How do you factor completely ?
Q.
Factorise :
16x5−144x3
Q.
Factorise Completely : a4−b4
Q.
Factorise: (l + m)2 - (l - m)2
Q.
Factorise:
p2−10p+25
Q.
Factorise :
4x2−9y2
Q.
Factorize by using identity .
Q. Question 5(ii)
Factorise the following expressions
q2−10q+21
Factorise the following expressions
q2−10q+21
Q.
Factorise :
x2−y2−2y−1
Q. Question 4(ii)
Factorise
p4−81
Factorise
p4−81
Q.
How do you factor ?
Q. Question 28
The factors of x2−4 are
a) (x−2), (x−2)
b) (x+2), (x−2)
c) (x+2), (x+2)
d) (x−4), (x−4)
The factors of x2−4 are
a) (x−2), (x−2)
b) (x+2), (x−2)
c) (x+2), (x+2)
d) (x−4), (x−4)
Q.
Factorise the following expressions :
a2+8a+16
Q.
Factorise:
Q.
Factorise:
x2+14x+49
Q.
Factorise
63a2−112b2
Q. Factorise:
m4+m2+1.
m4+m2+1.
- (m2+m+1)(m2−m+1)
- (m2−m−1)(m2−m−1)
- (m2−m+1)(m2−m+1)
- (m2−m−1)(m2−m+1)
Q. Question 1(iii)
Factorise the following expressions
25m2+30m+9
Factorise the following expressions
25m2+30m+9
Q. Factorize x3−3x2−9x−5
- (x+1)2(x−5)
- (x−1)2(x−5)
- (x+1)(x+5)(x−1)
- None of the above
Q.
Factors of 49p2−36 is/are:
(7p−6)
(7p+6)
(7p+6)(7p+6)
(6p+7)
Q.
Factorise:
z2+z+14
Q.
Factorise:
9a2−b2+4b−4
Q.
Factorise the following expression:
Q.
Factorise :
1−(b−c)2
Q. Factorise 4p2−9q2
Q.
Factorise Completely : 625−x4
Q. Question 21
Factorised form of p2−17p−38 is
a) (p−19)(p+2)
b) (p−19)(p−2)
c) (p+19)(p+2)
d) (p+19)(p−2)
Factorised form of p2−17p−38 is
a) (p−19)(p+2)
b) (p−19)(p−2)
c) (p+19)(p+2)
d) (p+19)(p−2)