Answer:
a) side length z = 19.965 ≅ 20m
b) angle 'd' = 53.13°
Explanation:
Step(i):-
Given that ∠HIG is a right angle triangle
Given∠I = 53°
By using the sine function

z = 25 × sin53° = 25×0.798635
z = 19.965 ≅20 m
Step(ii):-

⇒

⇒ d = 53.13°
Final answer:-
a) side length z = 19.965 ≅ 20m
b) angle 'd' = 53.13°