" Write the acute angle "theta" satisfying "sqrt(3)sin theta=cos theta

Write the acute angle theta satisfying sqrt(3)sintheta=costheta .

If 5theta and 4theta are acute angles satisfying sin 5theta = cos 4theta then 2 sin 3theta - sqrt3 tan 3theta is equal to____

If 5 theta and 4 theta are acute angles satisfying sin5 theta=cos4 theta, then 2sin3 theta-sqrt(3)tan3 theta is equal to (a) 1 (b) 0(c)-1 (d) 1+sqrt(3)

If theta a positive acute angle then the value of theta satisfies the equation sqrt(3) sin theta -cos theta=0 is

If 5theta and 4theta are acute angles satisfying sin5theta=cos4theta , then 2sin3theta-sqrt(3)tan3theta is equal to

If theta and phi are acute angles satisfying sin theta=1/2, cos phi=1/3 then theta+phi=

If theta and phi are acute angles satisfying sin theta=1/2, cos phi=1/3 then theta+phi=

Find the acute angle theta satisfying the equation 2sin^(2)theta-2sqrt2sintheta+1=0.

If theta be a positive acute angle satisfying cos^(2)theta+cos^(4)theta=1 , then the value of tan^(2)theta+tan^(4)theta is