Consider a point charge +Q, that is held fixed at (L, 0). Another charge –2Q is brought from infinity to (0, L). We have the option to slowly drag the negative charge along four polygonal paths (1, II, II, and IV), whose respective vertices are listed below: 1. (0, L) → (L, L) → (2L, 0) II. (0, L) → (-L,0) → (-L, –L) II. (0, L) → (-L, L) → (-L,2L) IV. (0, L) → (L, 2L) → (2L, 2L) Which path corresponds to the least work done against the electric field? O A. I O B. II О С. II O D. IV

Physics for Scientists and Engineers: Foundations and Connections
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Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter25: Gauss’s Law
Section: Chapter Questions
Problem 68PQ: Examine the summary on page 780. Why are conductors and charged sources with linear symmetry,...
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Consider a point charge +Q, that is held fixed at (L, 0). Another
charge -2Q is brought from infinity to (0, L). We have the option to slowly drag the negative
charge along four polygonal paths (I, II, III, and IV), whose respective vertices are listed below:
1. (0, L) → (L, L) → (2L, 0)
II. (0, L) → (–L,0) → (-L, –L)
III. (0, L) → (–L, L) → (-L, 2L)
IV. (0, L) → (L, 2L) → (2L, 2L)
Which path corresponds to the least work done against the electric field?
O A. I
O B. II
C. II
O D. IV
Transcribed Image Text:Consider a point charge +Q, that is held fixed at (L, 0). Another charge -2Q is brought from infinity to (0, L). We have the option to slowly drag the negative charge along four polygonal paths (I, II, III, and IV), whose respective vertices are listed below: 1. (0, L) → (L, L) → (2L, 0) II. (0, L) → (–L,0) → (-L, –L) III. (0, L) → (–L, L) → (-L, 2L) IV. (0, L) → (L, 2L) → (2L, 2L) Which path corresponds to the least work done against the electric field? O A. I O B. II C. II O D. IV
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