The number of principal solution of the equation `3Tan^(4)alpha-10Tan^(2)alpha+3=0`

The number of solutions of the equation tan^(2)alpha-cos es^(2)alpha+4cot^(2)2 alpha+4tan alpha cot2 alpha=0in(0,(pi)/(2))-{(pi)/(4)} is

The general solution of equation tan^(2)alpha+2sqrt(3)tan alpha=1

If tan alpha =2 and 0 lt alpha lt (pi)/(2) then prove that x =a, pi +alpha are the solution of the equation (tan(2alpha-x))/(tan (2alpha+x))=11 that lies between 0 and 2pi

Which of the following is correct in respect of the equation 3 - tan^(2)theta= alpha (1-3 tan^(2)theta) ? (Given that alpha is a real number.)

The equation 3tan^(4)x-10tan^(2)x+3=0 has the solution set as

The equation 3tan^(4)x-10tan^(2)x+3=0 has the solution set as

If 4nalpha = pi then the numerical value tan alpha* tan 2alpha *tan 3alpha ...... tan(2n -1)alpha = _____

If alpha,beta,gamma and delta and four solutions of the equation tan(theta+(5 pi)/(4))=3tan3 theta, then