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Given
some problems related to factorisation
Solution
- Simplify (a+b+c)² + (a-b-c)²
Break the terms
=>a²+b²+c²+2ab+2bc+2ac+a²+b²+c²-2ab+2bc
-2ac
=>2a²+2b²+2c²+4bc
2.
(4x+2y)³-(4x-2y)³
Breaking it into a³-b³
a³-b³ = (a-b) (a²+b²+2ab)
=>(4x+2y)³-(4x-2y)³ =(4x+2y-4x+2y) (16x²+4y²+16xy+16x²+4y²-16xy+(16x²-4y²)
=>(4y) (48x²+4y²)
3.
similarly you can break question 3
- and spilt terms
- like (a+b)³ = (a+b)(a+b)(a+b)
4.
Spilting the middle term
x²+7x-44
x²+11x-4x-44
=>X(X+11)-4(X+11)
=>(x-4) (X+11)
5)
similar questions
easily break
6.)
27a³+125b³
=>(3a)³+(5b)³
=>(3a+5b) (9a²+25b²-15ab)
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