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9. Some Applications of Trigonometry
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Q3 of 12 Page 203

Two poles 18m and. 13 m high stand upright in a playground. If their feet are 12 m apart find the distance between their top?


From the given fig;


AD = CB = 13m


So,


DE = 5m.


Also, AB = CD = 12m


Using Pythagoras theorem;


EC2 = ED2 + CD2


EC2 = 52 + 122


EC2 = 25 + 144


EC2 = 169


EC2 = 132


EC = 13 m


So, the distance between the top of the poles is 13 m.


More from this chapter

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1

Two ships are there in the sea on either side of a lighthouse in such a way that the ships and the lighthouse are in the same straight line. the angles of depression of two ships as observed from the top of the lighthouse are 60° and 45°. If the height of the lighthouse is 200 m. Find the distance between the two ships

2

An electric pole casts a shadow of length 20m at a time when a tree 6m high casts a shadow of length 8m. Find the height of the pole.

4

The angle of elevation of a jet fighter from a point A on the ground is 60° . after a flight of 15 seconds the angle of elevation changes to 30° .if the jet is flying at the speed 720 km/h find the constant height at which the jet is flying.

5

An aeroplane at an altitude of 200 m observes the angle of depression of opposite points on the banks of a river to be 45° and 60°. Find in metres the width of the river.

Questions · 12
9. Some Applications of Trigonometry
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