Ferris Wheel Problem: Calculating Rotation Rate & Force Needed

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To determine the rotation rate of a ferris wheel that allows riders to experience three times their weight at the bottom, one must apply concepts of centripetal force and gravitational force. The radius of the wheel is 6 meters, which influences the calculations for the necessary angular velocity. Additionally, the force exerted by the seat belt at the top of the circle must be calculated based on the same principles. Participants are encouraged to show their attempts at solving the problem to facilitate further assistance. Understanding these physics concepts is crucial for accurately calculating the required forces and rates.
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Cars on a ferris wheel are moving in a verticle circle. The radius of the
wheel in 6 meters. what must be the rotation rate of the wheel in order that riders experience three times their weight at the bottom of the circle? for this rotation rate what will be the required force exerted by the seat belt in the car when the car is at the top of the verticle circle?
 
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Hi luckycharmz,

You will have to show an attempt at solving the problem to get help. What have you tried? What physics concepts are applicable to this problem?
 

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