# Answer to Question #6011 in Trigonometry for devona

Question #6011

If the angle of elevation of the fifth floor of the building from a point 14.5 meters from its bases is 42 degree, find the height of the floor of the building?

Expert's answer

The height of a building is H = 14.5*tg(42) ≈ 13.0556 meters.

So , the height of the floor of the building is 13.0556/5 = 2.6112 meters.

So , the height of the floor of the building is 13.0556/5 = 2.6112 meters.

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