The given conditions are:
b = 29, c = 38, ∠B = 25°
We use the law of sines in order to solve the other dimensions needed to describe the triangle. We do as follows:
b/sinB = c/sinC
29/sin25 = 38/sinC
C = 33.63°
A = 180 - 33.63 - 25 = 121.37°
a / sin 121.37 = 29 / sin 25
a = 58.59