SOLUTION: If A, B and C are 3 acute angles such that tan A = 3/16, tan B = 2/7 and tan C = 1/3, (i) show that A + B + C = 45 degrees, (ii) explain why the sum of A, B and C in (i)is uniqu

Algebra ->  Trigonometry-basics -> SOLUTION: If A, B and C are 3 acute angles such that tan A = 3/16, tan B = 2/7 and tan C = 1/3, (i) show that A + B + C = 45 degrees, (ii) explain why the sum of A, B and C in (i)is uniqu      Log On


   



Question 1083100: If A, B and C are 3 acute angles such that tan A = 3/16, tan B = 2/7 and tan C = 1/3,
(i) show that A + B + C = 45 degrees,
(ii) explain why the sum of A, B and C in (i)is unique.

Answer by math_helper(2461) About Me  (Show Source):
You can put this solution on YOUR website!
(i) A + B + C =
(ii) The sum is unique because the problem states that A,B, and C are all acute angles.