`alphaa n dbeta` are the positive acute angles and satisfying equation `5sin2beta=3sin2alphaa n dtanbeta=3tanalpha` simultaneously. Then the value of `tanalpha+tanbeta` is _________

alphaa n dbeta are the positive acute angles and satisfying equation 5sin2beta=3sin2alpha and tanbeta=3tanalpha simultaneously. Then the value of tanalpha+tanbeta is _________

alpha and beta are the positive acute angles and satisfying equation 5sin2beta=3sin2alpha and tanbeta=3tanalpha simultaneously. Then the value of tanalpha+tanbeta is _________

alphaand beta are the positive acute angles and satisfying equation 5sin2 beta=3sin2 alpha andtan beta=3tan alpha simultaneously.Then the value of tan alpha+tan beta is

alpha and beta are the positive acute angles and satisfying equations 5 sin 2 beta = 3 sin 2 alpha and tan beta = 3 tan alpha simultaneously. Then the value of tan alpha *tan beta is _______________.

If alpha and beta are two positive acute angles satisfying alpha-beta=15^(@) and sin alpha=cos2 beta then the value of alpha+beta

If acos2theta+b sin2theta=c has alpha and beta as its solution, then the value of tanalpha+tanbeta is

If alpha and beta are two positive acute angles satisfying alpha-beta=15^(@) and sin alpha=cos2 beta then find the value of alpha+beta