Direction of force on the charge?

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In a uniform electric field directed in the +x-direction, a negatively charged particle experiences a force in the opposite direction of the field. The force on the charge is directed in the -x direction due to its negative charge. The acceleration of the particle is constant and directed upward in the +y-direction, but this does not affect the force direction. The confusion arises from the relationship between velocity and force in this context, as the problem focuses solely on the electric field's influence. The correct answer to the force direction on the charge is -x direction.
awilliam_3
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Homework Statement



A uniform electric field has a magnitude E and is directed in the +x-direction. A negative (-) charged particle is placed in the electric field. Determine the direction of the force on the charge.

A) +x direction
B) -x direction
C) 45 degrees below the -x axis
D) -y direction
E) 45 degrees above the +x axis
F) +y direction


Homework Equations



F = ma


The Attempt at a Solution



Using the x- and y-axes, the electric field is in the -y-direction and the initial velocity of the electron is in the +x-direction and the initial velocity of the electron is in the +x-direction. The electric force on the electron is upward (in the +y-direction) since it has a negative charge and is constant because the field is uniform. Thus, the acceleration of the electron is constant and directed upward. Since the acceleration is in the +y-direction, the x-component of the velocity is constant.

Thus, I chose (E) for the answer.
 
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hi awilliam_3! :smile:
awilliam_3 said:
A uniform electric field has a magnitude E

Using the x- and y-axes, the electric field is in the -y-direction and the initial velocity of the electron is in the +x-direction and the initial velocity of the electron is in the +x-direction. The electric force on the electron is upward (in the +y-direction) since it has a negative charge and is constant because the field is uniform. Thus, the acceleration of the electron is constant and directed upward. Since the acceleration is in the +y-direction, the x-component of the velocity is constant.

i'm confused :redface:

what does velocity have to do with it? :confused:

(this isn't a magnetic field :wink:)
 
Oh my, now I'm confused.
 
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