3. ectron in a magnetic field moves along a circle with a radius R and a speed that follows: v{(t) = voet/to Voン2 Tee々 whe eto and vo are constants. Find the magnitude of the (total) acceleration at t. 2t To h= Voe eto 2 e 2e (2)-0 E. + MK NX

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Chapter1: Units, Trigonometry. And Vectors
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How would I solve for total acceleration?
3. lectron in a magnetic field moyes along a circle with a radius R and a speed that follows:
v:(t)
whe e to and vo are constants. Find the magnitude of the (total) acceleration at t.
voet/to
Voz 2 Tc-2
eto
h= Voe
2t,2
2 e
2e
.(2) - 0
E.
Evaluate the following unit vector multiplications:
0.
ix k
xk) x k
4.
Transcribed Image Text:3. lectron in a magnetic field moyes along a circle with a radius R and a speed that follows: v:(t) whe e to and vo are constants. Find the magnitude of the (total) acceleration at t. voet/to Voz 2 Tc-2 eto h= Voe 2t,2 2 e 2e .(2) - 0 E. Evaluate the following unit vector multiplications: 0. ix k xk) x k 4.
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