(adsbygoogle = window.adsbygoogle || []).push({}); 1. The problem statement, all variables and given/known data

Question: an electron with a velocity of 5.0x10[tex]^{}6[/tex] m/s is injected into a parallel plate apparatus through a hole in the positive plate. it moves across the vacuum between the plates. what would the potential difference have to be in order to stop the electron 25% of the way across the gap?

2. Relevant equations

conservation of energy eqations and electromagnetic equations

3. The attempt at a solution

if we set the base line at the positive plate:

E[tex]_{}kinetic 1[/tex] + E[tex]_{}electric potential 1[/tex] = E [tex]_{}electric potential 2[/tex]

Vq + 1/2 mV[tex]^{}2[/tex] = Vq(0.75) <---- (to account for the 25%)

V(-1.6 x 10[tex]^{}-19[/tex] ) + 1/2 (9.1 x 10[tex]^{}-31[/tex] )(5x10[tex]^{}6[/tex]) [tex]^{}2[/tex] = V(-1.6x10[tex]^{}-19[/tex])(.75)

when i do this my answer does not come out to what it is supposed to (which is 285 j/c)

what am i doing wrong

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# Homework Help: Finding electric potential difference to stop a electron between 2 plates

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