Help me in the above attachment..
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L.H.S.= cos 6x
=cos 3(2x)
=4 cos32x– 3 cos2x
=4 [2 cos2x –1)3– 3 (2 cos2x– 1)
=4 [(2 cos2x)3– (1)3– 3 (2 cos2x)2+ 3 (2 cos2x)]– 6cos2x+ 3
=4 [8cos6x– 1 – 12 cos4x+ 6 cos2x]– 6 cos2x+ 3
=32 cos6x– 4 – 48 cos4x+ 24 cos2x– 6 cos2x+ 3
=32 cos6x–48 cos4x+ 18 cos2x– 1
=R.H.S.
Thanks ♥♥
NidhraNair:
:)
Answered by
2
L.H.S.= cos 6x
=cos 3(2x)
=4 cos32x– 3 cos2x
=4 [2 cos2x –1)3– 3 (2 cos2x– 1)
=4 [(2 cos2x)3– (1)3– 3 (2 cos2x)2+ 3 (2 cos2x)]– 6cos2x+ 3
=4 [8cos6x– 1 – 12 cos4x+ 6 cos2x]– 6 cos2x+ 3
=32 cos6x– 4 – 48 cos4x+ 24 cos2x– 6 cos2x+ 3
=32 cos6x–48 cos4x+ 18 cos2x– 1
=R.H.S.
Thanks ♥♥
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