`"cot" theta = "sin" 2 theta, theta ne n pi, n in Z, "if" theta` equals

If "cot" theta = "sin" 2 theta, theta ne n pi, n in Z , then theta equals

cot theta=sin 2 theta(theta neq n pi, n in z), if theta=

cot theta=sin 2 theta,(theta ne n pi), if theta

The sum of all the solutions of cot theta = sin 2 theta (theta ne n pi, n " integer"), 0 le theta le pi . is

If cot theta = sin 2 theta and theta != n pi , then : theta =

If x + iy = (1)/(1-cos theta + 2 i sin theta), theta ne 2n pi, n in I , then maximum value of x is

If "sin "3theta = 4"sin" theta("sin"^(2) x-"sin"^(2)theta), theta ne npi, n in Z . Then, the set of values of x, is

If "sin "3theta = 4"sin" theta("sin"^(2) x-"sin"^(2)theta), theta ne npi, n in Z . Then, the set of values of x, is

If "sin" (pi "cot" theta) = "cos" (pi "tan" theta), "then cosec" 2 theta is equal to