Find the sum of maximum and minimum values of `cosx cos((2pi)/3+x)cos((2pi)/3-x)`

The extreme values of cos x cos((2pi)/(3)+x)cos((2pi)/(3)-x) is

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

Find the maximum and minimum values of : cos^(2)x-cosx(0lexle(pi)/(2))

The minimum value of cos^(2)((pi)/3-x)-cos^(2)((pi)/3+x) is

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

Find the maximum and minimum values of : sinx+cos^(2)x((pi)/(2)ltxle(3pi)/(2))

Find the maximum and minimum values of : 1+2sinx+3cos^(2)x(0lexle(pi)/(2))

The maximum value of cos ^(2)((pi)/(3)-x)-cos ^(2)((pi)/(3)+x) is

Find the maximum and minimum value of f(x)=sinx+1/2cos2xin[0,pi/2]dot

Let f(x)=sin^(-1)2x + cos^(-1)2x + sec^(-1)2x . Then the sum of the maximum and minimum values of f(x) is (a) pi (b) pi/2 (c) 2pi (d) (3pi)/2