Find ddx(cos2x) by using chain rule.
Differentiatingbychainrule (d(cosx)2d(cosx))×(dcosxdx)=2cosx×(−sinx)=−2sinxcosx=−sin2x
1) cos 2x=cos2 x−sin2 x
2) 1+sin 2x=(cosx+sinx)2
3) 1−sin 2x=(cos x−sin x)2
How many of the above statements are correct?