A ball of mass 0.6 Kg attached to a light inextensible string rotates in a vertical circle of radius 0.75 m such that it has a speed of 5 m/s, when the string is horizontal. Tension in the string, when it is horizontal on other side is (g = 10 m/s2 )
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Answered by
30
on other side also it will be 5mps by work energy theorem
when it is horizontal the gravity force will not affect tension as they are perpendicular.
tension T = centrifugal force = mv^2/r = 0.6*25/0.75=20 N
check youtube channel- corephysics for more advanced problems. its worth trying
when it is horizontal the gravity force will not affect tension as they are perpendicular.
tension T = centrifugal force = mv^2/r = 0.6*25/0.75=20 N
check youtube channel- corephysics for more advanced problems. its worth trying
Answered by
0
Answer:
20N
Explanation:
As they are asking tension at horizontal there will be no weight component only force acting on the body is centrifugal force given by mv^2/r
So Tension(T) =mv^2/r
=0.6(5)^2/0.75
=0.6(25)/0.75
=15/0.75
=20N
THEREFORE TENSION IN STRING IS 20N.
FOR DIAGRAM REFER TO ATTACHMENT.
I hope you are satisfied by my answer.
Attachments:
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