A very thin rod carrying linear charge density A lies in the ay plane making angle 1/4 with the x axis as shown in the figure. The x coordinates of the left and the right ends of the rod are a and b, respectively. Find the electric potential at the origin (point O), sin(7/4) = cos(T/4) = (k is the Coulomb's constant.). y T/4 x=a x=b Select one: kA In(1+ v2ª + b, a +b, |kA In(1+ª+°,

University Physics Volume 2
18th Edition
ISBN:9781938168161
Author:OpenStax
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Chapter5: Electric Charges And Fields
Section: Chapter Questions
Problem 123AP: Calculate the electric field due to a uniformly charged rod of length L, aligned with the x-axis...
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A very thin rod carrying linear charge density A lies in the ay plane making
angle 1/4 with the x axis as shown in the figure. The x coordinates of the
left and the right ends of the rod are a and b, respectively. Find the electric
potential at the origin (point O), sin(7/4) = cos(7/4) = (k is the Coulomb's
constant.).
y
T/4
x=a
x=b
Select one:
|kA In(1+ v2"+ D,
|kA In(1 + ª +b,
a
a+b
kAV2 In(1+
b
kA In(v2-)
kA In(-)
a
Transcribed Image Text:A very thin rod carrying linear charge density A lies in the ay plane making angle 1/4 with the x axis as shown in the figure. The x coordinates of the left and the right ends of the rod are a and b, respectively. Find the electric potential at the origin (point O), sin(7/4) = cos(7/4) = (k is the Coulomb's constant.). y T/4 x=a x=b Select one: |kA In(1+ v2"+ D, |kA In(1 + ª +b, a a+b kAV2 In(1+ b kA In(v2-) kA In(-) a
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