he direction of the force on a particle from the magnetic field is not as straight prward as the force and electric field. You have to use the Right Hand Rule (RHR) to etermine the direction because it is not the same as the direction of the magnetic eld. h the image below a charged particle is moving. The direction of motion is shown vith the arrow labeled v (velocity). The magnetic field is also shown with additional rrows (labeled B). B (Magnetic Field) v (velocity – into the page) Proton + Vhat is the direction of the Force on this particle in this Magnetic Field? Make sure o consider the particle (electron or proton) as that will have an effect on the answer. lote: For those of you in or who have taken higher levels of calculus, this direction is Iso the result of doing a cross product matrix. You can figure out the answer this vay without dislocating your wrist :) )+ x (to the right)

Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter24: Magnetic Fields
Section: Chapter Questions
Problem 103A
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Direction of Force (Right Hand Rule)
The direction of the force on a particle from the magnetic field is not as straight
forward as the force and electric field. You have to use the Right Hand Rule (RHR) to
determine the direction because it is not the same as the direction of the magnetic|
field.
In the image below a charged particle is moving. The direction of motion is shown
with the arrow labeled v (velocity). The magnetic field is also shown with additional
arrows (labeled B).
B (Magnetic Field)
v (velocity –
into the page)
Proton +
What is the direction of the Force on this particle in this Magnetic Field? Make sure
to consider the particle (electron or proton) as that will have an effect on the answer.
Note: For those of you in or who have taken higher levels of calculus, this direction is
also the result of doing a cross product matrix. You can figure out the answer this
way without dislocating your wrist :)
+ x (to the right)
- y (downward)
-x (to the left)
- z (into the screen away from you)
+ z (out of the screen towards you)
+ y (upward)
No Force
O O O
Transcribed Image Text:Direction of Force (Right Hand Rule) The direction of the force on a particle from the magnetic field is not as straight forward as the force and electric field. You have to use the Right Hand Rule (RHR) to determine the direction because it is not the same as the direction of the magnetic| field. In the image below a charged particle is moving. The direction of motion is shown with the arrow labeled v (velocity). The magnetic field is also shown with additional arrows (labeled B). B (Magnetic Field) v (velocity – into the page) Proton + What is the direction of the Force on this particle in this Magnetic Field? Make sure to consider the particle (electron or proton) as that will have an effect on the answer. Note: For those of you in or who have taken higher levels of calculus, this direction is also the result of doing a cross product matrix. You can figure out the answer this way without dislocating your wrist :) + x (to the right) - y (downward) -x (to the left) - z (into the screen away from you) + z (out of the screen towards you) + y (upward) No Force O O O
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