A tower 125 ft high is on the cliff on the bank of a river. From the top of the tower the angle of depression of a point on the opposite shore is 28°41' and from the base of the tower the angle of depression of the same point is 18°20' (a)Find the width of the river and (b) height of the cliff
At a height of 25,000 ft. ,a pilot finds the angle of depression of the top of the tower as 25 degrees 30'. How far is he from the top of the tower? The tower is 500 ft. high.
As a balloon rises, its angle of elevation from a point A on level ground 140m. from the point B directly under the balloon changes from 30 degrees to 60 degrees . How far does the balloon rise during this period?
Construct an inductive argument for the Midpoint Theorem by creating examples (drawings) that illustrate the theorem. Explain how your examples support an inductive argument.