(a-1)×^2 + a^2xy + (a+ 1) y^2 solve this factorisation
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Explanation:
Method 1: Factorization[class 9] taking common factors:
When each term of an expression has a common factor we divide each term by this and take it out as shown below:
Example: Factorise 9x2 + 12xy
Solution:
We write 9x2 + 12xy = (3x)(3x) + (3x)(4y)
Here 3x is the common to both the terms. Hence,
(3x)(3x) + (3x)(4y) = 3x(3x + 4y)
Thus, 3, x, (3x + 4y) are the factors of 9x2 + 12xy
Method 2: Factorization[class 9] by grouping:
Sometimes, in a given expression it is not possible to take out a common factor directly. However the terms of the given expression are grouped in such a manner that we have a common factor
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