Confirm whether radius is 300mm or not if the tension is 5N

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The discussion centers on determining whether a pendulum bob can maintain a horizontal path with a radius of 300mm under a maximum tension of 4N. The pendulum consists of a 500mm cord and a 2N bob, with participants analyzing the forces acting on the bob, including tension and centripetal force. It is noted that centripetal force is not an independent force but a result of the tension and gravitational forces acting on the bob. The calculations involve trigonometry to find the angle of the cord and the relationship between tension and radius. Ultimately, the feasibility of the 300mm radius under the specified conditions remains a key point of inquiry.
Josielle Abdilla
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Homework Statement


A simple pendulum, suspended from a fixed point cosnits of a light cord of length 500mm and a bob of wieght 2N . The bob is made up to move in a hotizontal path. If the max tension is 4N show whether or not it is possible for the radius of the path of the bob to be 300mm

2.Attempt
I tried to first find the angle the thread makes to the vertical, by knowing one side and an angle one can find the other side using trigonometry. If it is 300N then the radius is ought to be as given at a tension of 5N
If you guys come up with any ideas about this problem, feel free to share them with me.
 
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Josielle Abdilla said:

Homework Statement


A simple pendulum, suspended from a fixed point cosnits of a light cord of length 500mm and a bob of wieght 2N . The bob is made up to move in a hotizontal path. If the max tension is 4N show whether or not it is possible for the radius of the path of the bob to be 300mm

2.Attempt
I tried to first find the angle the thread makes to the vertical, by knowing one side and an angle one can find the other side using trigonometry. If it is 300N then the radius is ought to be as given at a tension of 5N
If you guys come up with any ideas about this problem, feel free to share them with me.
What forces act on the bob? Did you draw a Free Body Diagram?
 
Yes, I did draw one, the only forces that act are tension and a centripetal force
 
Josielle Abdilla said:
Yes, I did draw one, the only forces that act are tension and a centripetal force
Centripetal force does not act. It results from the forces that do act. Specifically, it is that component of the resultant, of all the forces which do act, that is normal to the velocity.
But there is one more force which does act. This set-up is not in space.
 
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