If `alpha`,`beta,gamma` and `delta` and four solutions of the equation `tan(theta+(5pi)/4)=3tan3theta`, then

If alpha,beta,gamma,delta are the four solutions of the equation tan(theta+(pi)/(4))=3tan3 theta. No two of which have equal tangents,then the value of tan alpha+tan beta+tan gamma+tan delta=

If alpha, beta, gamma, delta are the solutions of the equation tan(theta + (pi)/(4)) = 3 tan 3 theta , no two of which have equal tangents. The value of tan alpha + tan beta + tan gamma + tan delta is

If alpha, beta, gamma, delta are the solutions of the equation tan(theta + (pi)/(4)) = 3 tan 3 theta , no two of which have equal tangents. The value of (1)/(tan alpha) + (1)/(tan beta) + (1)/(tan gamma) + (1)/(tandelta) is

If alpha . beta , gamma , delta are 4 solutions of the equation tan(theta+(pi)/(4))=3tan3 theta . such that [tan alpha!=tan beta!=tan gamma!=tan delta ,than sum tan alpha tan beta=

If alpha,beta,gamma,delta are the four solutions of the equation tan(theta+pi/4)=3 tan 3theta. No two of which have equal tangents, then the value of tan alpha+tan beta+tan gamma+tan delta=

If alpha,beta,gamma,delta are the four solutions of the equation tan(theta+pi/4)=3 tan 3theta. No two of which have equal tangents, then the value of tan alpha+tan beta+tan gamma+tan delta=