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Prove that :- cos3x = 4 cos³x - 3cosx
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cos3x = 4 cos³x - 3cosx
cos3x = 4cos ^3x - 3cosx.
4cos3x 3cosx=0
cos 3a 4 cos 3(a 3 cos a)
cos3x formula
cos3x is equal to
cos3x 4cos 3x 3cosx sec135
cos^3x identity
cos3x in terms of cosx
3cos^3x = 3cosx
#math #trigonometry
cos3x = 4cos ^3x - 3cosx.
4cos3x 3cosx=0
cos 3a 4 cos 3(a 3 cos a)
cos3x formula
cos3x is equal to
cos3x 4cos 3x 3cosx sec135
cos^3x identity
cos3x in terms of cosx
3cos^3x = 3cosx
#math #trigonometry