if sinx + sin 2 x+ sin 3 x = 1 , then prove that cos 6 x- 4cos 4 x + 8cos 2 x= 4 .This is the hardest question and I ...

Question

if sinx + sin 2 x+ sin 3 x = 1 , then prove that cos 6 x- 4cos 4 x + 8cos 2 x= 4 .This is the hardest question and I ...

kanha kasniya · Answer

Sin(x) +sin^3(x) = 1-sin^2(x) => sin^2(x)[1+sin^2(x)]^2=cos^4(x)=> [1-cos^2(x)][2-cos^2(x)]^2=cos^4(x)Cos^6(x) - 4cos^4(x) + 8cos^2(x) = 4

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if sinx + sin 2 x+ sin 3 x = 1 , then prove that cos 6 x- 4cos 4 x + 8cos 2 x= 4 .This is the hardest question and I ...

if sinx+sin²x+sin³x=1, then prove that cos⁶x-4cos⁴x+8cos²x= 4 .This is the hardest question and I ...

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if sinx + sin 2 x+ sin 3 x = 1 , then prove that cos 6 x- 4cos 4 x + 8cos 2 x= 4 .This is the hardest question and I ...

if sinx+sin2x+sin3x=1, then prove that cos6x-4cos4x+8cos2x= 4 .This is the hardest question and I ...

1 Answers

Think You Can Provide A Better Answer ?

Other Related Questions on Trigonometry

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Answer and earn gift vouchers

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if sinx+sin²x+sin³x=1, then prove that cos⁶x-4cos⁴x+8cos²x= 4 .This is the hardest question and I ...