1) You have two charges; Q1 and Q2, and you move Q1 such that the potential experienced by Q2 due to Q1 increases. Gravity should be ignored. Then, you must be:
Moving Q1 closer to Q2 | ||
Moving Q1 further away from Q2 | ||
Moving in the same direction as the field due to Q1 | ||
Moving in the opposite direction to that of the field due to Q1 | ||
Any of the above |
2) You move two point charges such that the potential energy between them decreases.Gravity should be ignored. You are moving the charges:
Farther apart | ||
Closer to one another | ||
Either option 1 or 2 |
3) Two charges; q1 and q2, are positve with a distance "d" apart. One is released while the other is fixed. Gravity should be ignored. To find the speed of the moving charge after it has moved "x" m, one can use Coulomb's Law and the kinematics equation vf2 - vi2 = 2ad
True | ||
False |
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