Zero Magnetic Force: Proton in Uniform Magnetic Field

AI Thread Summary
For a proton moving in a uniform magnetic field, zero magnetic force occurs when the magnetic field direction is parallel or anti-parallel to the proton's velocity. This means that if the magnetic field is aligned with the +x or -x direction, the force will be zero. The equation F = qvBsin(theta) indicates that the force is zero when the sine of the angle (theta) between the velocity and magnetic field is zero, which happens at 0° or 180°. Attempts to find zero force with other directions, such as +y or +z, are incorrect. Understanding the relationship between velocity and magnetic field direction is crucial for solving this problem.
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Homework Statement


A proton with an initial velocity of magnitude v in the +x direction enters a uniform magnetic field. For which direction or directions of the magnetic field, if any, will there be zero magnetic force on the proton?
+ x
- x
+ y
- y
+ z
- z

Homework Equations


There were no equations i could think of that will help we with this problem, other than the open palm thing that my professor talked about in class today.

The Attempt at a Solution


I don't really understand the question. on the graph (+) x is in the third quadrant and that's the velocity. I tried -x by itself, i tried -x, +y, and +z. And +y, +z. All three were incorrect. I don't think i understand what it means to have zero magnetic force on a proton.
 
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Force on the charged particle is given by F = qvBsin(theta) where theta is the angle between the velocity and the magnetic field.
Now you can decide when the force is zero.
 
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