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A flagstaff is placed on top of a building. The flagstaff and building subtend equal angles at a point on level ground which is 200 m away from the foot of the building. If the height of the flagstaff is 50 m and the height of the building is h, which of the following is true?
h3 - 50h2 + (200)2h + (200)250 = 0
None of these
h3 + 50h2 + (200)2h - (200)250 = 0
h3 - 50h2 - (200)2h + (200)250 = 0
Let AD be the flagstaff and CD be the building. Assume that the flagstaff and building subtend equal angles at point B. Given that AD = 50 m, CD = h and BC = 200 m Let ABD = θ, DBC = θ (? flagstaff and building subtend equal angles at a point on level ground). Then, ABC = 2θ From the right BCD,
By: Amit Kumar ProfileResourcesReport error
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