Comparing Electric Potential of +Q at A & B

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The discussion focuses on comparing the electric potential of a charge +Q at two points, A and B, where point A is at a distance r and point B at a distance 2r from +Q. The electric potential is calculated using the formula kQ/r. At point A, the potential is kQ/r, while at point B, it is kQ/(2r), which simplifies to half the potential at point A. Thus, the electric potential at point B is half that of point A. The key takeaway is that the potential decreases with increasing distance from the charge.
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Homework Statement


Two test charges are brought separately into the vicinity of charge +Q. First the test charge +q is brought to a point A, a distance r from +Q. Next, +q is removed and a test charge +3q is broguht to a point B, a distance 2r from +Q. Compared with the electric potential of +Q at point A, that of +Q at B is how much that of A. The choices are tiwce that of A, 1.5 times, the same as A, half of A, or 3/4 that of A



Homework Equations


I was using the equation kq/r for electric potential and plugging in numbers but I'm unsure what to else to do.


The Attempt at a Solution

 
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physicsstar26 said:

Homework Statement


Two test charges are brought separately into the vicinity of charge +Q. First the test charge +q is brought to a point A, a distance r from +Q. Next, +q is removed and a test charge +3q is broguht to a point B, a distance 2r from +Q. Compared with the electric potential of +Q at point A, that of +Q at B is how much that of A. The choices are tiwce that of A, 1.5 times, the same as A, half of A, or 3/4 that of A



Homework Equations


I was using the equation kq/r for electric potential and plugging in numbers but I'm unsure what to else to do.


OK, this is a sneaky one. Be careful about the fact that they are asking about the electric *potential* of the +Q charge at points A and B. You have the correct formula for the potential, so what should you write for each part of the comparison?
 

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