prove that cos6A=32cos^6A-48cos^4A+18cos^2A-1
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LHS=COS 6X
∵COS 2X =2 COS²X-1
⇒COS 6X=COS 2(3X)
=2×COS 3X²-1
=2(4 COS³X-3 COSX)²-1
=2(16 COS^6+9 COS²-24 COS^4X)-1
=32 COS^6-48 COS^4+18 COS²X -1 RHS
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