Answer:
c = 86.5 (3 sig. fig)
A = 23.4° (3 sig. fig.)
B = 33.6
Explanation:
Using cos Law,
c = √(57² + 41² - 2(57)(41)cos(123))
c = 86.5 (3 sig. fig)
Using sin Law,
sinA/41 = sin123/86.5
A = 23.4° or 157° (rejected) [C is 123°, if A is 157, it violates the angle sum of triangle]
Using angle sum of triangle,
B = 180 - 23.4 - 123 = 33.6