" 2."sin theta-sqrt(3)cos theta

Solve: 2sin^2 theta +sqrt(3) cos theta+1=0

Solve for x and theta(0

The smallest positive angle which satisfies the equation 2sin^(2)theta+sqrt(3)cos theta+1=0 is (5 pi)/(6)b(2 pi)/(3)c*(pi)/(3)d*(pi)/(6)

Solve the following trigonometric equation : 2 sin^2 theta+ sqrt3 cos theta+1=0 .

Consider the equation for 0<=theta<=2 pi(sin2 theta+sqrt(3)cos2 theta)^(2)-5=cos((pi)/(6)-2 theta) If greatest value of theta is (k pi)/(p) the (k,p are coprime),then find the value of (k+p)

If cos theta + sin theta = sqrt(2) cos theta then S.T cos theta - sin theta = sqrt(2) sin theta

If cos theta + sin theta = sqrt(2) cos theta , show that cos theta - sin theta = sqrt(2) sin theta .

If cos theta + sin theta =sqrt(2) cos theta prove that cos theta -sin theta =sqrt(2) sin theta

cos theta+sqrt(3)sin theta=2