A thin rod of length L = 0.20 m is located on the x-axis, as shown below. The rod is uniformly charged (the linear charge density is 1 = +4.0 × 10-9 2). m a. Determine the electric field (magnitude and direction) at point P whose coordinates are (0.00, 0.20 m). b. A negative charge q = -6.0 nC is placed at P. Determine the force (magnitude and direction) acting on the charge q. y P X

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A thin rod of length L= 0.20 m is located on the x-axis, as shown below. The rod is
uniformly charged (the linear charge density is 2 = +4.0 × 10-9 5).
m
a. Determine the electric field (magnitude and direction) at point P whose
coordinates are (0.00, 0.20 m).
b. A negative charge q = -6.0 nC is placed at P. Determine the force (magnitude
and direction) acting on the charge q.
www
y
P
Transcribed Image Text:A thin rod of length L= 0.20 m is located on the x-axis, as shown below. The rod is uniformly charged (the linear charge density is 2 = +4.0 × 10-9 5). m a. Determine the electric field (magnitude and direction) at point P whose coordinates are (0.00, 0.20 m). b. A negative charge q = -6.0 nC is placed at P. Determine the force (magnitude and direction) acting on the charge q. www y P
Four concentric very long cylindrical shells (made of thin plastic) of radii a, b, c
and d have charges +Q, -Q, +Q and -Q per one meter of length of cylinders,
respectively. The cross-section of the cylindrical shells is shown in the figure
below. Assume that charges are uniformly distributed. Determine the magnitude
of the electric field at points A, B, C and D, which are at radial distances Ra,
Rg, Rc and Rp, from the center of the smallest cylindrical shell.
Express the answers in terms of Q, RA, R3, Rc, Rp and constants.
A·B
•C
•D
d
Transcribed Image Text:Four concentric very long cylindrical shells (made of thin plastic) of radii a, b, c and d have charges +Q, -Q, +Q and -Q per one meter of length of cylinders, respectively. The cross-section of the cylindrical shells is shown in the figure below. Assume that charges are uniformly distributed. Determine the magnitude of the electric field at points A, B, C and D, which are at radial distances Ra, Rg, Rc and Rp, from the center of the smallest cylindrical shell. Express the answers in terms of Q, RA, R3, Rc, Rp and constants. A·B •C •D d
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