the angles of elevation of a jet plane 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 plane is flying at a constant height of 1500root3 metre. find the speed of the jet plane.
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Answer :
LET D and E be the inititial and final position of the plane respectively.
In triangle ABD,
Tan 60 = BD/AB

AB=1500m
In triangle ACE,
Tan 30=CE/AC

AC=4500m
BC=AC-AB=4500-1500=3000m
Hence,the plane travels a distance of 3000m in 15 seconds
Therefore, speed of the plane=3000/15=200m/s
✳️CHECK OUT THE ATTACHMENT FOR DIAGRAM ✳️
⚜️I HOPE IT HELPS YOU ⚜️
Answer :
LET D and E be the inititial and final position of the plane respectively.
In triangle ABD,
Tan 60 = BD/AB
AB=1500m
In triangle ACE,
Tan 30=CE/AC
AC=4500m
BC=AC-AB=4500-1500=3000m
Hence,the plane travels a distance of 3000m in 15 seconds
Therefore, speed of the plane=3000/15=200m/s
✳️CHECK OUT THE ATTACHMENT FOR DIAGRAM ✳️
⚜️I HOPE IT HELPS YOU ⚜️
Attachments:

Sabirmhd333555:
thanks bro..
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