In `Delta ABC,/_C=3/_B,/_C=2(/_A+/_B)` then the measure of `/_B` is

Delta ABC,/_C=3,/_B=2(/_A+/_B) Find the three angles.

In a ABC,/_C=3/_B=2(/_A+/_B) Find the three angles.

In Delta ABC, if /_C=(/_A+/_B)/(2) then,find /_C

In a Delta ABC, /_A:/_B:/_C=5:7:8 then find the measure of each angle of DeltaABC

In a Delta A B C , /_C=3\ \ /_B=2(/_A+/_B) . Find the three angles.

In a /_\ABC /_A=35^@ and /_B=65^@ , then the measure of /_C is-

In a ABC, If 2/_A=3/_B=6/_C, then the measure of the smallest angle is 90^(0)(b)60^(0)40^(0)(d)30^(0)

In a Delta ABC, if sin A-cos B=cos C, then the measure of /_B is

In a Delta ABC if b=a(sqrt(3)-1) and /_C=30^(@) then the measure of the angle A is

In a triangle ABC, if /_ A gt /_ B gt /_C and the measures of /_A , /_B and /_ C in degrees are integers, then the least possible value of /_ A is