If ` tan (A-B)=7//24 , tan A=4//3 " where "` A,B are acute , then `A+B=`

If tan(A-B)=(7)/(24),tan A=(4)/(3) where A,B acute then A+B=

If tan A=3/4 and tan B=4/3 ,the value of (A+b) is

If tan A = (1)/(2), tan B = (1)/(3)and A , B are acute angles then find (A + B)

If tan (a+b)=(7)/(3) and tan b=(2)/(3) and a b are acute,then tan(b-a)=(p)/(q) when p,q in N,find the least value of (p+q)/(20)

If A+B+C=180^(@) and tan A+tan B+tan C>=k where A,B,C are acute angles,then the value of [k] where [I^(*)] denotes G.I.F,is

If A+B+C=180^@ and tanA +tan B+tan Cgek where A,B,C are acute angles then the value of [k] where [.] denotes G.I.F is

If tan(A+B)=sqrt(3) and sqrt(3)tan(A-B)=1 , find the angles A and B,where A and B are Acute Angles.

Calculate A+B when tan A=(2)/(3) and tan B=(3)/(2) if it is given that tan(A+B)=(tan A+tan B)/(1-tan A tan B) where A and B are acute angles.

In Delta ABC, prove that tan A+tan B+tan C>=3sqrt(3), where A,B,C are acute angles.

Prove that in ABC,tan A+tan B+tan C>=3sqrt(3) where A,B,C are acute angles.