Find the angle of elevation of the top of a tower of height 100 root3 from a point ata distance of 100 metres from the foot of the tower on the horizontal plane.
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SOLUTION ☺️
Height of the tower = BC = 100√3m
AB= 100m
Let theta be the required angle of elevation then from figure
=) tan theta = BC/AB
=) 100√3/100
=) √3
Theta = 60°
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