Did I Misunderstand the Direction of Force on the Electron in an Electric Field?

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SUMMARY

The discussion centers on the direction of force acting on an electron in an electric field. Participants confirm that since the electric field points upwards, the force on the negatively charged electron acts downwards, resulting in vertical acceleration in that direction. The calculations for final velocity (Vyfinal) are debated, with one participant questioning their result of 0.83 m/s. The conversation highlights the importance of understanding the relationship between electric fields and forces on charged particles.

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  • Basic knowledge of kinematics and acceleration
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Homework Statement



See figure attached for problem statement.

attachment.php?attachmentid=31555&stc=1&d=1295806460.jpg


Homework Equations





The Attempt at a Solution



I think my main source of confusion is this problem is how the force is acting on the electron.

The picture shows that the electric field is pointing straight up, but since its acting on an electron (negative charge) the force will be in the opposite direction correct? (i.e. straight down)

If this is the case the acceleration the electron experiences is a vertical acceleration downwards.

Anyways, here's my attempt at the problem,

attachment.php?attachmentid=31556&stc=1&d=1295806460.jpg


Did I make any mistakes?
 

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Check your calculation for Vyfinal, A is downwards and therefore negative
 
cupid.callin said:
Check your calculation for Vyfinal, A is downwards and therefore negative

Wait, I'm getting the same number, 0.83m/s ?
 
i thought its 083! sorry,

everything else seems fine

what's the correct answer?
 
cupid.callin said:
i thought its 083! sorry,

everything else seems fine

what's the correct answer?

I don't know it's not given. I was wanting to check that as well.
 

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