Which Motion Equation Determines Where an Electron Hits a Charged Plate?

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SUMMARY

The discussion focuses on determining the trajectory of an electron shot at a velocity of 106 m/s between two parallel charged plates with an electric field strength of 1 kN/C. Participants emphasize the need to apply Newton's second law (F=ma) to calculate the force acting on the electron and to establish a coordinate system aligned with the electric field. The exact distance between the plates is not provided, but it is clarified that the electron's charge is approximately 6.11 x 10-16 C. Understanding the electric field's influence on the electron's motion is crucial for solving the problem.

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  • Understanding of Newton's second law (F=ma)
  • Knowledge of electric fields and forces between charged plates
  • Familiarity with kinematic equations of motion
  • Basic concepts of electron charge and mass
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I need help on this physics question:

An electron is shot at 10^6 ms-1 between two parallel charged plates. if (e) = 1 KN/C where will the electron strike the upper plate? Assume vacuum conditions.

I think i need to use a motion eqauation but which one.
 
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What does "(e)" refer to? Do we know how wide apart the plates are?
 
There is only one equation of motion: F=ma.

You need to work out what the forces are, and adopt a sensible coordinate system so that you can talk about acceleration, velocity and displacement in a reasonable way. So in this case, choose something with one of the axes going along the direction of the electric field, and one along the initial direction of the electron. Then you can work out what the force on the electron is, and solve the resulting (differential) equation.
 
What do you know about the electric field between two parallel charged plates?

Can you calculate the force that the electron experiences?

However, at this point, I now have the same question as JoAuSc: How far apart are the plates? (And, I'll assume the electron is shot in the center between the plates.)
 
aparently you don't need to know the distance apart and (e) is an electron which is 6.11 x 10e-16 or something.

There are other motion equations such as a=v-u/t etc

i,ve drawn it out but still doesn't make sense to me like its lacking detail but i haven't got anything missing
 

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