An electron traveling with a speed u along the positive x-axis enters into a region of magnetic field where B=−B0^k(x>0). It comes out of the region with speed v then :
A
v = u at y > 0
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B
v = u at y < 0
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C
v > u at y > 0
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D
v > u at y < 0
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Solution
The correct option is C v = u at y < 0 Charged particle moves in a circular trajectory with constant speed u, since force always acts perpendicular to the motion. It is not able to change its speed. It just tends to come out after one circle is completed with speed u.