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Factorise : 9-a6 + 2a3b3 – b6
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Answer:
x = a^3, y= b^3
9-a^6+2a^3b^3-b^6
= 9-(x^2-2xy+b^2)
= 3^2 - (x-y)^2
= [3-(x-y)][3+(x+y)]
= (3-x+y)(3+x+y)
now put value of x and y
= (3-a^3+b^3)(3+a^3+b^3)
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