The tallest tree standing tower in the world in the cn tower includes a rotating restaurant high above the ground .from a distance of 500m the angle of elevation to the pinnacle of the restaurant is 60 degree .the angle of elevation of the restaurant from the same vantage point is 45degree. H
Answers
Restaurant is located 500(√3 - 1) m = 366 m below the pinnacle of the tower
Step-by-step explanation:
.the angle of elevation of the restaurant from the same vantage point (500 m Distance) is 45 degree
=> Tan 45 = Height of Restaurant from ground / Distance of point from ground
=> 1 = Height of Restaurant from ground / 500
=> Height of Restaurant from ground = 500 m
the angle of elevation to the pinnacle of the tower = 60°
=> Tan 60 = Height of pinnacle of the tower / 500
=> √3 = Height of pinnacle of the tower / 500
=> Height of pinnacle of the tower = 500√3 m
Restaurant is located 500√3 - 500 = 500(√3 - 1) m below the pinnacle of the tower
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