1)

In ABC  , with the usual notations , if 

(tanA2)(tanB2)=34   then a+b=.....


A) 4c

B) 2c

C) 7c

D) 3c

Answer:

Option C

Explanation:

 We have , in ABC

   (tanA2)(tanB2)=34 

  (sb)(sc)s(sa)(sa)(sc)s(sb)=34

(sb)(sc)(sa)(sc)s(sa).s(sb)=34

(sc)s=34a+b+c2ca+b+c2=34

     a+bca+b+c=34

    4a+4b4c=3a+3b+3c

        a+b= 7c