A. 120
B. 60√3
C. 120√3
D. 60
A man observes a tower AB of height h from a point P on the ground. He moves a distance ‘d’ towards the foot of the tower and finds that the angle of elevation is doubled. He further moves a distance 3d/4 in the same direction and the angle of elevation is three times that at P. Then 36h2=
At the foot of a mountain the angle of elevation of a summit is found to be 450. After ascending 1 km towards the mountain up, a slope of inclination 300, the angle of elevation is found to be 600. The height of the mountain is
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A pole of height h stands at one corner of a park in the shape of an equilateral triangle. If α is the angle which the pole subtends at the midpoint of the opposite side, the length of each side of the park is