[tan(x cos theta)=cot(x sin theta)+hen" valued "],[" of "cos(theta-pi/4)]

If tan(pi cos theta) = cot(pi sin theta) then value of cos(theta - pi/4) among the following is:

tan (pi cos theta) = cot (pi sin theta)

If sin(pi cos theta) = cos(pi sin theta) , then the value of cos(theta+- pi/4) is

If tan (pi cos theta) = cot (pi sin theta), then the valus of cos (theta -(pi)/(4)) are-

If sin(pi cos theta) = cos(pi sin theta) , then of the value cos(theta- pi/4) is

If sin(pi cos theta)=cos(pi sin theta), then of the value cos(theta+-(pi)/(4)) is

If "tan" (pi "cos" theta) = "cot"(pi "sin" theta), then the value(s) of "cos" (theta-(pi)/(4)) , is (are)