If \cos^6(x)+\sin^6(x)=a+b\cos(4x). Find ab? As after solving above equation, I get

tobeint39r

tobeint39r

Answered question

2022-04-20

If cos6(x)+sin6(x)=a+bcos(4x). Find ab?
As after solving above equation, I get 13sin2(x)cos2(x)=a+bcos(4x). Please help me to solve this problem.

Answer & Explanation

Jonas Dickerson

Jonas Dickerson

Beginner2022-04-21Added 22 answers

Hint : What happens if you replace x by 0 or π4 ?
veceritzpzg

veceritzpzg

Beginner2022-04-22Added 16 answers

we have
cos6(x)+sin6(x)=18(5+3cos(4x))

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