differentiate w. r. t. x
tan^-1(cos 7x / 1+sin 7x)
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Given, x=tan−11−cos−1[−21]+sin−121 and y=cos[21cos−1[81]]
here, x=tan−11−cos−1[−21]+sin−121
x=4π−32π+6π
⇒x=12−3π=4−π
y=cos[21cos−1[81]]
Let, cos−1[81]=θ
⇒cosθ=81
⇒cos2θ=21+cosθ
=43=y
⇒tanx=tan4−π=1=3−4×43 as in option c.
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