Equal Inclination of Radial Forces from Point P

AI Thread Summary
The discussion revolves around a physics problem involving radial forces from a point P within a circle. The task is to demonstrate that the resultant of forces represented by lines PA1, PA2, PA3, and PA4, which are equally inclined to the radius, is independent of the circle's radius. Participants express confusion over the term "equally inclined," with one suggesting it implies the lines form an "X" shape. Clarification on this terminology is necessary for solving the problem effectively. Understanding the geometric arrangement is crucial for addressing the homework question.
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Homework Statement


From a point P, within a circle whose centre is fixed straight lines PA1, PA2, PA3 and PA4 are drawn to meet the circumference all being equally inclined to the radius through P; show that if these lines represent forces radiating from P, their resultant is independent of the magnitude of the radius of the circle.


Homework Equations





The Attempt at a Solution


i am having trouble with the term "equally inclined" so i couldn't understand the problem
 
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You should make some attempt at solving the problem. If you do not make an attempt, we cannot help you.
 
hi batballbat! :smile:
batballbat said:
i am having trouble with the term "equally inclined" so i couldn't understand the problem

i think it means that they form a letter "X" :wink:
 

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