Velocity of a charged particle as it approaches infinity

AI Thread Summary
The discussion revolves around solving a physics problem related to the velocity of a charged particle. The user is attempting to calculate the force exerted by multiple charges using the formula F = k(q1q2/r^2) and then equating it to kinetic energy to find velocity. Despite following the method, the user arrives at an incorrect answer, indicating a misunderstanding of the relationship between force and energy. It is suggested that the problem may require a different approach, as multiple-choice questions often include common mistakes as answer options. A reevaluation of the problem-solving strategy is recommended for accurate results.
Nasir Jones
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Homework Statement


shit_zps1gi9n06p.png


Homework Equations


F = k(q1q1/r^2)
K = (mv^2)/2

The Attempt at a Solution


I got number 18 easy enough, number 19 seems simple but I'm not getting the right answer. I'm calculating Force exerted by each charge on the new charge using F = k(q1q1/r^2) for the three charges, adding the X and Y components together, setting the net force equal to (mv^2)/2 and solving for v. The answer I get is C, but the correct answer is A. Not sure why.
 

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Nasir Jones said:
setting the net force equal to (mv^2)/2
A force cannot be said to be equal to a quantity of energy.
 
The writers of multiple choice problems sometimes determine all the mistakes the problem solver might make and include these wrong answers as choices. You should take another approach to solving this problem. Any one of several will work.
 
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