How to find the normal force given the center of gravity and the radius

AI Thread Summary
To find the normal force on each hand and foot during pushups, the total weight of the person (584 N) must be considered along with the distances from the center of gravity to the hands and feet. The problem involves analyzing torques around the fulcrum, which is typically located at the feet. By treating the body as a lever, the forces exerted by the hands and feet can be calculated, assuming symmetry between limbs. The normal force at each hand and foot can be derived from the balance of torques, ignoring angular acceleration. This approach provides a clear method to determine the forces acting on the body during the exercise.
Pinkchika88
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Homework Statement


a person is doing pushups and its weight is 584 N, center of gravity is at waist and from waist to hands=.410m and from waist to feet=.840m. find the normal force on each hand and each foot


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The Attempt at a Solution


do u have to find the weight on top half of body and then weight on lower half (the force being applied by the hands/feet)?
 
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Pinkchika88 said:

Homework Statement


a person is doing pushups and its weight is 584 N, center of gravity is at waist and from waist to hands=.410m and from waist to feet=.840m. find the normal force on each hand and each foot
This is a torque problem. Analyse the torques about the fulcrum. Where is the fulcrum? What kind of a lever is this? Find the normal force at the top (or bottom) of a push- up - ie. ignore any angular acceleration. Also, assume there are no differences between left and right hands and between left and right feet.

AM
 
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