Prove that cos 6x = 32 cos'x-48 cos4x + cos²x-1
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Using,
cos2x=2cos2x−1
cos3x=4cos3x−3cosx
LHS:
cos6x=2cos23x−1
=2(4cos3x−3cosx)2−1
=2(16cos6x+9cos2x−24cos4x)−1
=32cos6x−48cos4x+
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Answer:
the answer is explained in the picture
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