Cos 4a+sin 4a=1-1/2 sin^2 2a
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Answer:
Open the identity (sin²A+cos²A)²
as (a+b)²=a²+b²+2ab
(sin²A+cos²A)²=sin^4A+cos^4A+2sin²Acos²A use sin²a+cos²a=1
(1)² - 2sin²Acos²A = sin^4A+cos^4A
1-2sin²Acos²A = sin^4A+cos^4A
hence proved
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