4) Electric field of a rod. Consider a nonconducting rod of length L with a charge quniformly distributed along its length. We want to know the magnitude of the electricfield a distance x away from one end as shown below.XL, with q evenly distributedExplain why EACH of the four answers below is WRONG. Consider symmetry,dimensions, unit analysis, behavior in limiting cases, and/or behavior at particularpositions. You SHOULD NOT actually solve the problem and your answer shouldn't bebecause the correct answer is this. This is good practice in considering the nature of youranswer...а) Е:b) E =4πε, L(x + L)4TE,x(x – L)c) E =d) E =4л, (х? + L/4)4лєрх(2х + L)5) Electric field of a rod again--this time with calculus and a different geometry•Part a: A thin nonconducting rod of length L has charge q uniformly distributed along itas shown in Fig. 22-55 (associated with problem 32). SHOW that the magnitude of theelectric field at point P (on the perpendicular bisector of the rod) is given by:12 TE,R JĽ² +4R²If your integral calculus is rusty, you might want to look at Appendix E in your text.(Again, since I've given you the final form, you must SHOW the steps leading to theresult above.)•Part b: Justify the functional form of your expression for E, by considering what itreduces to in the limit of R>>L. Is this expression what you expect? Also find anexpression for the opposite limit of L>>R. We will discuss this shortly in the context ofGauss' law, so remember what this is!

“Since you have asked multiple question, we will solve the first question for you. If you want any…

4) Electric field of a rod. Consider a nonconducting rod of length L with a charge q uniformly distributed along its length. We want to know the magnitude of the electric field a distance x away from one end as shown below. L, with q evenly distributed Explain why EACH of the four answers below is WRONG. Consider symmetry, dimensions, unit analysis, behavior in limiting cases, and/or behavior at particular positions. You SHOULD NOT actually solve the problem and your answer shouldn’t be because the correct answer is this. This is good practice in considering the nature of your answer.. a) E = b) E = Απε, L (x + L) ΑπεοX(x-L) c) E = d) E = Απε, (x + LI4) 4tɛ,x(2x+ L)

4) Electric field of a rod. Consider a nonconducting rod of length L with a charge q uniformly distributed along its length. We want to know the magnitude of the electric field a distance x away from one end as shown below. L, with q evenly distributed Explain why EACH of the four answers below is WRONG. Consider symmetry, dimensions, unit analysis, behavior in limiting cases, and/or behavior at particular positions. You SHOULD NOT actually solve the problem and your answer shouldn’t be because the correct answer is this. This is good practice in considering the nature of your answer.. a) E = b) E = Απε, L (x + L) ΑπεοX(x-L) c) E = d) E = Απε, (x + LI4) 4tɛ,x(2x+ L)

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

Please answer c, d and e
Please answer f only
A negatively charge particle is located in a region of uniform electric field pointing in the +x- direction as shown in the figure. What is the direction of the electric force applied on the particle? Select one: upward downward to the left to the right tE
QUESTION 1 a) Two conducting plates are separated by three dielectric materials as shown in Figure Q.1(a) The relative permittivity, &, of the materials filled in the two conducting plates are tabulated in Table Q.1. Find the total capacitance, C of the parallel plates in terms of d₁, d2, A₁, and A₂ by neglecting the fringing effects. The symbols of di, d2, A₁, and A2 are the material thickness and material areas, respectively. A₁ A₂ di d₂ 1 3 2 Figure Q. 1(a) Table Q.1 Material Relative permittivity, &r 1 2.2 2 2.8 3 4.2 Hint: The general capacitance formula of two conducting plates is given as: d where E, A, and d are the permittivity of free space, area of the two conducting plates, and distance between the two conducting plates, respectively. 1
electrostatic potential at a point
A charged particle in a magnetic field will experience a nonzero magnetic force when what is true? O It is at rest. O It is moving in any way. O It is moving, but only parallel to the magnetic field. O It is moving such that its velocity has a nonzero component perpendicular to the magnetic field.
Conductors A conducting wire is 2 mm in radius and 100 m in length. When a dc voltage of 9 Vis applied to the wire, it results in a current of 0.3 A. Find: The E-field in the wire, The conductivity of the wire.
Please show all steps and explain the answer. Solution is provided with the question, please be sure it matches :) and please make sure not to hand write the solution, otherwise it is too hard to read Please answer in typing format please I will like it please
Consider a conductor plate carrying a current I as shown in the figure. Current flows in the negative direction. It is also known that a conductor has a charge-carrying density of n with 1 particle carrying a charge q . This conductor plate is then placed on the a region with an external magnetic B field in the z direction . Determine the potential difference across the conductors! State the answer in terms of B, n, q, I, B, and d! (Assume positive charge carrier) *This potential, which is often referred to as the Hall potential V_H, is commonly measured in experiments to determine the properties of a material. However, there are other quantities that are also measured namely the Hall coefficient R_H. In ordinary metals, the relationship between R_H and V_H is as following (equation in figure)
A conducting rod is free to slide on two parallel conducting bars. A resistor is connected to the end of the bar. The conducting bar and the rod have negligible resistance. A constant magnetic field is directed perpendicularly into the page. The power dissipated in the resistor is 64 W. The constant speed of the rod is v=8.00 m/s. Find the magnitude of the applied force that is needed to move the rod with this constant velocity. Give your answer in N. İletken bir çubuk iletken raylar üzerinde serbestçe kayabilmektedir. Rayların ucuna R direnci bağlanmıştır ve çubuk ile rayların dirençleri ihmal edilebilecek kadar küçüktür. Sayfa düzleminden bize doğru düzgün manyetik alan uygulanmaktadır. Dış bir kuvvet ile çubuk sola doğru sabit v=8,00 m/s hızıyla çekilirken dirençte harcanan güç 64 W olmaktadır. Hızın sabit olması için gerekli dış kuvvetin büyüklüğü N cinsinden nedir? R Yanıtınız
Q. 7: CLO4-(C3) Find force on the square loop shown in Figure below. Also, find the expression of mutual inductance between square loop and long wire.
Select all the true statements about electrostatics and magnetostatics. Inductors store energy in their magnetic fields Capacitors store energy in their electric fields The gradient of voltage points in the same direction as the E field Magnetic torque vectors point in the same direction as the forces that generate them. If you break a magnet into small enough pieces, you can observe a magnetic monopole (i.e. only the north or south 'pole') O Magnetic field lines always form closed loops.