Answer:
sides are a = 16 c = 14 b =22.96
angles are A = 43.39° B = 99.61° C = 37°
Explanation:
using sine law of triangle,

using,

given that,
C= 37° a = 16 c = 14
now,

sin A = 0.687
A = 43.39°
hence B = 180° - (43.39° + 37°)
B = 99.61°

b = 22.96
Hence, there will be only one triangle which will form and there
sides are a = 16 c = 14 b =22.96
angles are A = 43.39° B = 99.61° C = 37°