Please help.. I AM SO CONFUSED
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AAMC 9 Q6 PS
Which of the following best describes the motion of a negatively charged particle after it has been injected between the plates of a charged, parallel-plate capacitor? (Note: Assume that the area between the plates is a vacuum.)
A) It moves with constant speed toward the positive plate.
B) It moves with constant speed toward the negative plate.
C) It accelerates toward the positive plate.
Opposites attract, so the negatively charged particle will move toward the positive plate. Because there is a constant force qE on the particle, it will accelerate toward the positive plate. Thus, C is the best answer.
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MY JUSTIFICATION
The answer should be A.
It is true that as the negative charge approaches the positive, the attractive forces increase, thus providing a constant force on the charge. BUT is it not also true that as it moves farther from the negative plate, the repulsive forces are decreasing at exactly the same rate as the positive force is increasing to the positive plate. This should leave a net force of zero... which is why I am confused.
-----------------------------------------
AAMC 9 Q6 PS
Which of the following best describes the motion of a negatively charged particle after it has been injected between the plates of a charged, parallel-plate capacitor? (Note: Assume that the area between the plates is a vacuum.)
A) It moves with constant speed toward the positive plate.
B) It moves with constant speed toward the negative plate.
C) It accelerates toward the positive plate.
Opposites attract, so the negatively charged particle will move toward the positive plate. Because there is a constant force qE on the particle, it will accelerate toward the positive plate. Thus, C is the best answer.
-----------------------------------------------
MY JUSTIFICATION
The answer should be A.
It is true that as the negative charge approaches the positive, the attractive forces increase, thus providing a constant force on the charge. BUT is it not also true that as it moves farther from the negative plate, the repulsive forces are decreasing at exactly the same rate as the positive force is increasing to the positive plate. This should leave a net force of zero... which is why I am confused.