The maximum and minimum value of cos (cos x ) are

Write the maximum and minimum values of cos(cos x)

If the maximum and minimum value of sin sin x is a and b respectively and the maximum and minimum value of cos cos x is c and d respectively then a^(2)+b^(2)+c^(2)+d^(2):(A)1+a^(2)(B)2+a^(2)(C)3+a^(2)(D)4+a^(2)

The minimum value of cos(cos x)=

The maximum and minimum values of [4 cos x^(2)cos ((pi)/(3)+ x^(2))cos ((pi)/(3)-x^(2))] respectively are-

Maximum and minimum values of sin x-cos x+5 are

Write the maximum and minimum values of cos(cosx)

The maximum and minimum values of 6 sin x cos x +4cos2x are respectively

Find the maximum and minimum values of (i) cos 2x + cos^(2)x (ii) cos^(2) ((pi)/(4)+x)(sin x- cos x)^(2)