Solve x² + xy (1+y) + y³ by using factorization
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Factorise x²+xy(1+y)+y³
The given polynomial is,
x² + xy ( 1 + y ) + y³
Multiply xy to the given bracket and the given equation can be written as,
x² + xy + xy² + y³ Taking out common factors in all the terms, we get.
∴ x² + xy + xy² + y³ = x ( x + y ) + y² ( x + y ) = ( x + y ) ( x + y² )
Step-by-step explanation:
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