Please answer question 34 33 Figure 24-34 shows a thin plas-tic rod of length L=20.0 cm anduniform positive charge Q = 33.2 fClying on an x axis. With V-0 atinfinity, find the electric potentialat point P₁ on the axis, at distanced=2.50 cm from the rod.P₁P₂dIFigure 24-34 Problems 33,34, and 51.34 The thin plastic rod of lengthL=8.50 cm in Fig. 24-34 has anonuniform linear charge densityλ = cx, where c = 32.6 pC/m². (a) With V= 0 at infinity, find theelectric potential at point P₂ on the y axis at y = D = 3.56 cm. (b)Find the electric field component E, at P₂. (c) Why cannot the fieldcomponent E, at P₂ be found using the result of (a)?

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Answered: Figure 24-34 shows a thin plas- = rod…

Figure 24-34 shows a thin plas- = rod of length L=20.0 cm and niform positive charge Q = 33.2 fC ing on an x axis. With V=0 at finity, find the electric potential axis. With t D

College Physics

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Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Concept explainers

Electric Charges and Fields

One of the fundamental properties is the electromagnetic property. Charge cannot be destroyed by any process and this contributes formally to the law of charge conservation.

Question

Please answer question 34

33 Figure 24-34 shows a thin plas-
tic rod of length L=20.0 cm and
uniform positive charge Q = 33.2 fC
lying on an x axis. With V-0 at
infinity, find the electric potential
at point P₁ on the axis, at distance
d=2.50 cm from the rod.
P₁
P₂
d
I
Figure 24-34 Problems 33,
34, and 51.
34 The thin plastic rod of length
L=8.50 cm in Fig. 24-34 has a
nonuniform linear charge density
λ = cx, where c = 32.6 pC/m². (a) With V= 0 at infinity, find the
electric potential at point P₂ on the y axis at y = D = 3.56 cm. (b)
Find the electric field component E, at P₂. (c) Why cannot the field
component E, at P₂ be found using the result of (a)?

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help with questions 55,56,57,58,59,60,61,62,and 63