2) What is the magnetic field (magnitude in [T] and direction) at the center of the circular region. You can assume that the two long straight wires are effectively infinite and located 8 [cm] apart, with a current of 20 [A] flowing as indicated by the arrows (this is really a very long wire out-and-back so those two wires are carrying the same current). Hint: for goodness sake don't try to set up an integral here, but try to solve this from the standpoint of different parts contributing different magnetic fields. 90°

University Physics Volume 2
18th Edition
ISBN:9781938168161
Author:OpenStax
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Chapter12: Sources Of Magnetic Fields
Section: Chapter Questions
Problem 21P: Two long wires, one of which has a semicircular tend of radius R, are positioned as shown in the...
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2) What is the magnetic field (magnitude in [T] and direction) at the center of the circular
region. You can assume that the two long straight wires are effectively infinite and located 8
[cm] apart, with a current of 20 [A] flowing as
indicated by the arrows (this is really a very long
wire out-and-back so those two wires are carrying
the same current). Hint: for goodness sake don't
try to set up an integral here, but try to solve this
from the standpoint of different parts contributing
different magnetic fields.
90°
|B| =
Direction (circle one) Field points:
Left
Right
Up
Into page
Out of page
Transcribed Image Text:2) What is the magnetic field (magnitude in [T] and direction) at the center of the circular region. You can assume that the two long straight wires are effectively infinite and located 8 [cm] apart, with a current of 20 [A] flowing as indicated by the arrows (this is really a very long wire out-and-back so those two wires are carrying the same current). Hint: for goodness sake don't try to set up an integral here, but try to solve this from the standpoint of different parts contributing different magnetic fields. 90° |B| = Direction (circle one) Field points: Left Right Up Into page Out of page
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