(x³±y³)
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Factorize 27x3−y3−z3−9xyz
Factorize 8x3+y3+12x2y+6xy2
- 0.13
- 0.3
- 0.5
- 0.8
Factorize:
x3216−8y3
(x+y)3−(x−y)3 can be factorized as
2x(3x2+y2)
2x(x2+3y2)
2y(3x2+y2)
2y(3y2+x2)
Factorize x3−8y3+27z3+18xyz
Factorize:
64a3−b3
The factors of 8a3+b3−6ab+1 are:
(2a−b+1)(4a2+b2−4ab+1−2a+b)
(2a+b−1)(4a2+b2+1−3ab−2a)
(2a−1+b)(4a2+1−4a−b−2ab)
(2a+b+1)(4a2+b2+1−2ab−b−2a)
Factorize 127x3−y3+125z3+5xyz
Factorize x3−12x(x−4)−64
Factorize x3y3+1
Factorize:
10x4y−10xy4
Factorize x6+y6
Factorize 32a3+108b3
Factorize (3x−2y)3+(2y−4z)3+(4z−3x)3
Factorize (a−2b)3−512b3
Factorize 125x3−27y3−225x2y+135xy2
- 2x[(x−2)(x2+2x+4)(x−2)(x2−2x+4)]
- x[(x−2)(x2+2x+4)(x+2)(x2−2x+4)]
- =2x[(x−2)(x2+2x+4)(x+2)(x2−2x+4)]
- 2x[(x−2)(x2+2x+4)(x+2)(x3−2x+4)]
Factorize 2√2a3+3√3b3+c3−3√6abc
Factorize:
1−27a3
Factorize:
8x3y3+27a3
Factorize 8a3+27b3+36a2b+54ab2
Factorize 8x3−125y3+180xy+216
Factorize 3√3a3−b3−5√5c3−3√15abc
Factorize a3−1a3−2a+2a
- 3
- 7
- 3
- 8
Factorize the expression .
Factorize:
54x6y+2x3y4
The correct factorise form of (x−y)3−8x3 is _______
- (x+y)(7x2−4xy+y2)
- (x−y)(7x2−4xy+y2)
- −(x+y)(7x2−4xy+y2)
- −(x−y)(7x2−4xy+y2)
Find the HCF and LCM of ?