According to the given statement,
The distance between the two points of Traingle A and B is 7.85 m
<h3>What are the Angles of a Triangle?</h3>
The area created between two of a triangle's side lengths is known as the angle. Both internal and external angles are present in a triangle. In a triangle, there are three interior angles. When the sides of a triangle are stretched to infinity, exterior angles are created.
Between a triangle's shorter side and its extended side, external angles are created. There is an inside angle next to each outer angle. Angles that share a vertex and side are said to be adjacent.
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<u>According to the given value;</u>
Angle B = 60° , Angle A = 50°
In ∆ BCD
tan60° = 30/BC
√3 = 30/BC
BC = 30/√3
BC = 10√3
In ∆ ACD
tan50° = 30/AC
tan50° = 30/(BC+AB)
BC + AB = 30/tan50°
10/√3 + AB = 30/tan50°
AB = 30/tan50° - 10√3
AB = 25.173 - 10√3
AB = 7.85 m
Hence, distance between the two points A and B is 7.85 m.
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