The angle of elevation of the top of the tower from point A and B respectively is 30 and 45 degree. If it is known that point B lies between point A and the base of the tower on the straight line joining point A and the base of the tower, what is the distance between point A and B?(height =h)
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Answer:
→ The Angle of the elevation of the top of the tower from point A and B is 30° and 45°
To Find
→ Distance Between Point A and B
According to Question
→ We form a ΔACD
DC = h , BC = x , AB = x' and AC = x'+x
= Distance Between A and B is (√3-1)h units
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