Two long wires carry currents of 1₁ = 4 A and 12 = 5 A directed into the page as shown in the figure below, where d = 26 cm. Hints: Draw the (circular) magnetic field line due to each wire that intersects the point at which you want to determine the net magnetic field by using the "curl" RHR. 45-45-90 special right triangle. P X 1₂2 d- a. Determine the magnetic field at the midpoint between the two wires. Magnitude = Direction = d Magnitude = Direction = [0°, 360°). T degrees from the positive x-axis. b. Determine the magnetic field at the point P. T degrees from the positive x-axis, where 8 € 4

Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter22: Magnetic Forces And Magnetic Fields
Section: Chapter Questions
Problem 70P
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4
Two long wires carry currents of 1₁ = 4 A and 12 = 5 A directed
into the page as shown in the figure below, where d = 26 cm.
Hints: Draw the (circular) magnetic field line due to each wire
that intersects the point at which you want to determine the
net magnetic field by using the "curl" RHR. 45-45-90 special
right triangle.
P
101
R
a. Determine the magnetic field at the midpoint between the
two wires.
Magnitude =
Direction =
1₂2
b. Determine the magnetic field at the point P.
T
degrees from the positive x-axis, where 0 E
Magnitude =
Direction =
[0°, 360°).
%
5
T
A
6
T
degrees from the positive x-axis.
Y
4-
&
U
*
+
8
(
9
fo
▶11
)
O
O
f11
U
¹12 ✈
{
+
[
prt sc
←
L
delete
backspace
Transcribed Image Text:$ 4 Two long wires carry currents of 1₁ = 4 A and 12 = 5 A directed into the page as shown in the figure below, where d = 26 cm. Hints: Draw the (circular) magnetic field line due to each wire that intersects the point at which you want to determine the net magnetic field by using the "curl" RHR. 45-45-90 special right triangle. P 101 R a. Determine the magnetic field at the midpoint between the two wires. Magnitude = Direction = 1₂2 b. Determine the magnetic field at the point P. T degrees from the positive x-axis, where 0 E Magnitude = Direction = [0°, 360°). % 5 T A 6 T degrees from the positive x-axis. Y 4- & U * + 8 ( 9 fo ▶11 ) O O f11 U ¹12 ✈ { + [ prt sc ← L delete backspace
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