from the top of the tower 60 metres high the angle of depression of two objects due north and due south of the tower are 60° and 45° then the distance between the two objects is how much
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10th
Maths
Some Applications of Trigonometry
Heights and Distances
From the top of a tower of ...
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Asked on December 26, 2019 byShamli Gayen
From the top of a tower of height 60m, the angles of depression of the top and the bottom of a building are observed to be 30∘ and 60∘ respectively. Find the height of the building.
A
20m
B
60m
C
80m
D
40m
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ANSWER
Let BE=h,AB=60−h,BC=ED
Distance between tower and building be ED=x
In ΔAED,tan60∘=EDAE=x60
⇒3=x60
⇒x=203m
In ΔABC,tan30∘=BCAB=20360−h
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