An observer at point A on level ground finds the angle of elevation of the top of a…

MATHEMATICS · Subjective · CBSE · Mathematics · Applications of Trigonometry · Applications of Trigonometry

Problem

An observer at point A on level ground finds the angle of elevation of the top of a vertical mast to be 30∘30^\circ. He then walks 20 m straight towards the mast to point B, where the angle of elevation becomes 45∘45^\circ. Determine (i) the height of the mast, and (ii) the original distance of point A from the foot of the mast.

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