The velocity of a particle in a magnetic field is found to be directly proportional to the square root of its displacement. Write a differential equation for this situation in terms of the displacement of the particle and the elapsed time. ds = -kVS = +kV5 dS С. = +kS? dt ds b. dt dt ds d. dt -ks2 a.
The velocity of a particle in a magnetic field is found to be directly proportional to the square root of its displacement. Write a differential equation for this situation in terms of the displacement of the particle and the elapsed time. ds = -kVS = +kV5 dS С. = +kS? dt ds b. dt dt ds d. dt -ks2 a.
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Transcribed Image Text:10. The velocity of a particle in a magnetic field is found to be directly proportional to
the square root of its displacement. Write a differential equation for this situation
in terms of the displacement of the particle and the elapsed time.
ds
= -kVS
ds
C.
+kS?
а.
dt
ds
b.
dt
dt
ds
d.
+kVS
= -kS?
dt
%D
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