" If "cot^(2)theta+(sqrt(3)+(1)/(sqrt(3)))cot theta+1=0" then "theta=

Solution of cot^(2)theta+(sqrt(3)+(1)/(sqrt(3)))cot theta+1=0 is

Solution of cot^(2)theta+[sqrt(3)+1/(sqrt(3))]cot theta+1=0 is

Solve sqrt(sqrt(3)cot theta)<1

cot theta+cosec theta=sqrt3

Find the value of (1)/(tan theta)+(sin theta)/(1+cos theta) if 1+cot^(2)theta=(sqrt(3+2sqrt(2))-1)^(2) ( theta is an acute angle)

Find the value of (1)/(tan theta)+(sin theta)/(1+cos theta) if 1+cot^(2)theta=(sqrt(3+2sqrt(2))-1)^(2) ( theta is an acute angle)

cot^(2) theta - (1 + sqrt3) cot theta + sqrt3 = 0,0 lt theta lt (pi)/(2)

" 11."tan theta-sqrt(3)cot theta+1=sqrt(3)

If cot theta=1/(sqrt(3)) then cosec^(2) theta=?