Please give a full explanation to the answer and each of the steps. Please answer all the questions posted. Please don't forget to label and draw the Amperian loop diagram. Ri is the R1 and Ro is the R2. For 5-7, consider a very long non-conducting cylindrical shell has inner radius R1 and outer radius R2. The shell carries acylindrically symmetric charge density p = br for R, Rofrom the center of the central axis of the rod.6.B(r > R2) = 7. Draw and label an Amperian loop and use it to determine the magnitude of the magnetic field at a distance Rj <r < Ro from the center of the central axis of the rod.R

Given a cylindrical shell which has inner radius R1 and outer radius R2 and it carries a symmetric…

Answered: For 5-7, consider a very long…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

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Please give a full explanation to the answer and each of the steps. Please answer all the questions posted. Please don't forget to label and draw the Amperian loop diagram. Ri is the R1 and Ro is the R2.

For 5-7, consider a very long non-conducting cylindrical shell has inner radius R1 and outer radius R2. The shell carries a
cylindrically symmetric charge density p = br for R, <r<R, that increases linearly with radius (but doesn't change
along the length), where b is a constant of proportionality. The tube moves to the right with a constant velocity parallel to
its axis, creating a constant current I. Also, a very thin wire with constant current I, lies at the center of the shell.
5. Draw and label an Amperian loop and use it to determine the magnitude of the magnetic field at a distance r< Rj
from the center of the central axis of the rod.
B(r < R1) =
Draw and label an Amperian loop and use it to determine the magnitude of the magnetic field at a distance r> Ro
from the center of the central axis of the rod.
6.
B(r > R2) =

7. Draw and label an Amperian loop and use it to determine the magnitude of the magnetic field at a distance Rj <
r < Ro from the center of the central axis of the rod.
R

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