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if sinA+sin²A+sin³A=1
P.T
Cos^(6)A-4Cos⁴+8cos²A=4
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Sin^2 A = - (sinA+Sin^3A)
Sin^2A + Cos^2A = 1
Cos^2A = 1-sin^2A
CosA = 1 - sinA
(1- sin^2A)^3 - 4(1-Sin^2A)^2 + 8(1-sin^2A)
[1 - (sin^2A)^3 - 3(-sin^2A)sin^2A + 1] - [4(1- 2sin^2A + (sin^2A)^2] + [8- 8sin^2A]
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