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Question
Factorise: x3 + 27y3
Sum
Solution
x3 + 27y3
= x3 + (3y)3
= (x + 3y)[x2 - x(3y) + (3y)2]
= (x + 3y)[x2 - 3xy + 9y2]
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Is there an error in this question or solution?
Factorise: x3 + 27y3
x3 + 27y3
= x3 + (3y)3
= (x + 3y)[x2 - x(3y) + (3y)2]
= (x + 3y)[x2 - 3xy + 9y2]