Let `x` be the solution set of equation `A^x=Idot,w h e r eA+[0 1-1 4-3 4 3-3 4]a n dI` is the corresponding unit matrix and `xsubeN ,` then the minimum value of `sum(cos^xtheta+sin^xtheta),theta in Rdot`

Let x be the solution set of equation A^x=I ,where A=[(0, 1,-1), (4,-3, 4), (3,-3, 4)] and I is the corresponding unit matrix and xsubeN , then the minimum value of sum(cos^xtheta+sin^xtheta),theta in R

Let X be the soultion set of the equation A^(x)=-I, where A = [[0 , 1, -1],[4, -3, 4],[3, -3, 4]] and I is the corresponding unit matrix and x subseteq N, the minimum value of sum ( cos ^(x) theta + sin ^(x) theta ) theta in R - { (npi)/2 , n in I } is

The minimum value of (1)/(3sin theta-4cos theta+7) is

The solution set of equation cos^(5)x=1+sin^(4)x is

The solution set of equation cos^(5) x = 1 + sin^(4) x is

Minimum value of (1)/(3 sin theta - 4 cos theta + 7) is

Find the minimum value of f(theta)=(3sin(theta)-4cos(theta)-10)(3sin(theta)+4cos(theta)-10)

the solution of sin ^3 theta cos theta - sin theta cos^3 theta = 1/4 is

Let A be an involutary matrix and S be the set containing solution of A^(x)=1 where A = [[0,1,-1],[4,-3,4],[3,-3,4]] Then minimum value of sum_(x in S )^(oo) (sin^(x)theta+cos^(x)theta)