cot2 theta-cot theta+(2)/(sqrt(3))=0

cot2 theta+tan theta

If (cot theta-cos theta)/(cot theta+cos theta)=(2-sqrt(3))/(2+sqrt(3)) and ^(@)0

(cot theta-cos theta)/(cot theta+cos theta)=(2-sqrt(3))/(2+sqrt(3))

If sqrt(3)cot^(2)theta-4cottheta+sqrt(3)=0 ,tehn find the value of cot^(2)theta+tan^(2)theta

If sqrt(3)cot^2theta-4cottheta+sqrt(3)=0 , then find the value of cot^2theta and tan^2theta .

Number of solutions of the equation cot( theta ) + cot( theta +(pi)/(3))+ cos ( theta -(pi)/(3))+ cot( 3 theta ) =0 , where theta in ( 0,(pi)/(2))

Number of solutions of the equation cot( theta ) + cot( theta +(pi)/(3))+ cos ( theta -(pi)/(3))+ cot( 3 theta ) =0 , where theta in ( 0,(pi)/(2))

Number of solutions of the equation cot( theta ) + cot( theta +(pi)/(3))+ cos ( theta -(pi)/(3))+ cot( 3 theta ) =0 , where theta in ( 0,(pi)/(2))

Number of solutions of the equation cot( theta ) + cot( theta +(pi)/(3))+ cos ( theta -(pi)/(3))+ cot( 3 theta ) =0 , where theta in ( 0,(pi)/(2))

Solve cot theta + "cosec" theta =sqrt(3)