The angle of elevation of a top of a tower as observed from a point in a horizontal plane through the foot of the tower is 32*. When the observer moves towards the tower a distance of 100m, he finds the angle of elevation of the top to be 63*. Find the height of the tower and the distance of the first position from the tower (take tan32*=0.6248 and tan63*=1.9626)
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Find distance using right triangles and angles of elevation or depression. ... Real-World Application: The Horizon. You are on a long trip through the desert.
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