The square loop has sides of length 0.5 m, and carries current Iloop = 8 Amps. When viewed from the side (left part of the figure), the plane of the current loop makes an angle of 8 = 32.00 degrees with the axis of the solenoid. The current is going into the page on the top right segment of the square loop (designated by an "x" with a circle around it), and the current is coming out of the page on the bottom left segment of the square loop (designated by a dot with a circle around it). When viewed from above (right panel of figure), the current loop does not look square because the loop is tilted at angle as shown in the left panel. The solenoid carries a current Isol = 35 Amps, is 3 meters long, and has 250 turns per meter. The direction of the current in the solenoid produces a magnetic field that points up on the page. d) What is the magnetic field within the solenoid, due to the current in the solenoid (i.e. you should ignore the magnetic field from the square current loop in answering this question)? Tesla e) What is the magnetic torque on the current loop? f) What is the direction of the torque on the current loop? To the left on the page O Towards the bottom of the page O Towards the top of the page To the right on the page O Can't be determined from the information provided O Out of the page Into the page N m

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I need help please with part d, e, and f please.
H
I,
k
P
R
x
➜
→
12
Consider a two currents as shown in the figure.
Current I₁ is a circular loop with current I₁ = 16.0 Amps.
Current I₂ is a long straight wire with current I₂ = 17.0 Amps.
Point P sits at the center of the circular current loop. The distances in the figure are:
R = 3.000 cm. R is the radius of the circular current loop.
x = 12 cm. X is the distance between 12 and point P.
b) What is the direction of the NET magnetic field at point P?
O To the left on the page
O To the right on the page
Can't be determined from the information provided
Out of the page
Into the page
O Towards the bottom of the page
O Towards the top of the page
a) What is the magnitude of the NET magnetic field at point P? (enter a positive number) 3.068e-4
Tesla.
c) If you reverse the direction of the current I2, so that it is going down instead of up, what is magnitude of the NET magnetic
field at point P? (enter a positive number) 3.63e-4
Tesla
Transcribed Image Text:H I, k P R x ➜ → 12 Consider a two currents as shown in the figure. Current I₁ is a circular loop with current I₁ = 16.0 Amps. Current I₂ is a long straight wire with current I₂ = 17.0 Amps. Point P sits at the center of the circular current loop. The distances in the figure are: R = 3.000 cm. R is the radius of the circular current loop. x = 12 cm. X is the distance between 12 and point P. b) What is the direction of the NET magnetic field at point P? O To the left on the page O To the right on the page Can't be determined from the information provided Out of the page Into the page O Towards the bottom of the page O Towards the top of the page a) What is the magnitude of the NET magnetic field at point P? (enter a positive number) 3.068e-4 Tesla. c) If you reverse the direction of the current I2, so that it is going down instead of up, what is magnitude of the NET magnetic field at point P? (enter a positive number) 3.63e-4 Tesla
Now consider a planar square current loop that is positioned inside of a solenoid, as shown in the figure below.
Ⓒ
8
The square loop has sides of length 0.5 m, and carries current Iloop = 8 Amps. When viewed from the side (left part of the figure),
the plane of the current loop makes an angle of 0 = 32.00 degrees with the axis of the solenoid. The current is going into the
page on the top right segment of the square loop (designated by an "x" with a circle around it), and the current is coming out of
the page on the bottom left segment of the square loop (designated by a dot with a circle around it). When viewed from above
(right panel of figure), the current loop does not look square because the loop is tilted at angle as shown in the left panel.
The solenoid carries a current Isol = 35 Amps, is 3 meters long, and has 250 turns per meter. The direction of the current in the
solenoid produces a magnetic field that points up on the page.
e) What is the magnetic torque on the current loop?
d) What is the magnetic field within the solenoid, due to the current in the solenoid (i.e. you should ignore the magnetic field from
the square current loop in answering this question)?
Tesla
f) What is the direction of the torque on the current loop?
O To the left on the page
IV
O Towards the bottom of the page
O Towards the top of the page
To the right on the page
O Can't be determined from the information provided
Out of the page
O Into the page
top view : look down into
solenoid from the top
N m
Transcribed Image Text:Now consider a planar square current loop that is positioned inside of a solenoid, as shown in the figure below. Ⓒ 8 The square loop has sides of length 0.5 m, and carries current Iloop = 8 Amps. When viewed from the side (left part of the figure), the plane of the current loop makes an angle of 0 = 32.00 degrees with the axis of the solenoid. The current is going into the page on the top right segment of the square loop (designated by an "x" with a circle around it), and the current is coming out of the page on the bottom left segment of the square loop (designated by a dot with a circle around it). When viewed from above (right panel of figure), the current loop does not look square because the loop is tilted at angle as shown in the left panel. The solenoid carries a current Isol = 35 Amps, is 3 meters long, and has 250 turns per meter. The direction of the current in the solenoid produces a magnetic field that points up on the page. e) What is the magnetic torque on the current loop? d) What is the magnetic field within the solenoid, due to the current in the solenoid (i.e. you should ignore the magnetic field from the square current loop in answering this question)? Tesla f) What is the direction of the torque on the current loop? O To the left on the page IV O Towards the bottom of the page O Towards the top of the page To the right on the page O Can't be determined from the information provided Out of the page O Into the page top view : look down into solenoid from the top N m
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