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Question

Factorise:

(17) 81a2 – 72ab + 16b2

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Solution

81a2 – 72ab + 16b2
= (9a)2 – 2 × 9a × 4b + (4b)2
= (9a – 4b)2 [a2 – 2ab + b2 = (a – b)2]
= (9a – 4b) (9a – 4b)
∴ 81a2 – 72ab + 16b2 = (9a – 4b) (9a – 4b)

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