The picture shows two "infinite" lines of charge. The one on the left runs vertically, parallel to the y axes; the one on the right is parallel to the z axis, so you are looking at it head-on. Both of them have the same linear charge density, A = 3.0µC/m. The distance d that shows in various places in the figure equals d = 4.0cm. line line charge 2 charge 1 T (a)Calculate the electric field at the point P, and report it as a vector. Ed/2 - (b)Draw the electric field vectors of both lines of charge at point P, and the resultant electric field vector. (c)Draw the direction of the force that the (total) field would exert on a negative charge placed at point P.

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Chapter1: Units, Trigonometry. And Vectors
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The picture shows two "infinite" lines of charge. The one on
the left runs vertically, parallel to the y axes; the one on the
right is parallel to the z axis, so you are looking at it head-on.
Both of them have the same linear charge density, A = 3.0µC/m.
The distance d that shows in various places in the figure equals
d = 4.0cm.
line
line
charge 2
charge 1
T
(a)Calculate the electric field at the point P, and report it
as a vector.
Ed/2 -
(b)Draw the electric field vectors of both lines of charge at
point P, and the resultant electric field vector.
(c)Draw the direction of the force that the (total) field would
exert on a negative charge placed at point P.
Transcribed Image Text:The picture shows two "infinite" lines of charge. The one on the left runs vertically, parallel to the y axes; the one on the right is parallel to the z axis, so you are looking at it head-on. Both of them have the same linear charge density, A = 3.0µC/m. The distance d that shows in various places in the figure equals d = 4.0cm. line line charge 2 charge 1 T (a)Calculate the electric field at the point P, and report it as a vector. Ed/2 - (b)Draw the electric field vectors of both lines of charge at point P, and the resultant electric field vector. (c)Draw the direction of the force that the (total) field would exert on a negative charge placed at point P.
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