- #1
RobertL
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Hey everyone, I'm trying to make sure I did this question right. Any ideas would be greatly appreciated. Thanks!
The general force that bends the electron in the e/m experiment is known as the Lorentz force, F = q(E + v x B), where force F, electric field E, velocity v, and magnetic field B are vectors, and x stands for the vector product. Given that there is no electric field, and the velocity vector is at an 45° angle with respect to the magnetic field, the formula for the Lorentz force experienced by a particle carrying electric charge q is which of the following:
qvB/2
qvB
qvB/sqrt(2)
qv/B
F = q(E + v x B)
I thought, as it was at a 45 degree angle, the qvB/sqrt(2) would be accurate as a right triangle with a 45 degree angle creates a hypotenuse of sqrt(2)
Homework Statement
The general force that bends the electron in the e/m experiment is known as the Lorentz force, F = q(E + v x B), where force F, electric field E, velocity v, and magnetic field B are vectors, and x stands for the vector product. Given that there is no electric field, and the velocity vector is at an 45° angle with respect to the magnetic field, the formula for the Lorentz force experienced by a particle carrying electric charge q is which of the following:
qvB/2
qvB
qvB/sqrt(2)
qv/B
Homework Equations
F = q(E + v x B)
The Attempt at a Solution
I thought, as it was at a 45 degree angle, the qvB/sqrt(2) would be accurate as a right triangle with a 45 degree angle creates a hypotenuse of sqrt(2)