A half-meter conducting rod is under the influence of a 1000 G magnetic field that points perpendicularly to its length. How fast does the rod have to move to acquire a potential difference of 9V measured from its ends? a.) 180 m/s, assuming that the motion is perpendicular to the axis of the rod and perpendicular to the field b.) 180 m/s, assuming the the motion is parallel to the axis of the rod and perpendicular to the field c.) 180 m/s, assuming the the motion is perpendicular to the axis of the rod and parallel to the field d.) 180 m/s, assuming the the motion is parallel to the axis of the rod and parallel to the field e.) none of the above.
A half-meter conducting rod is under the influence of a 1000 G magnetic field that points perpendicularly to its length. How fast does the rod have to move to acquire a potential difference of 9V measured from its ends? a.) 180 m/s, assuming that the motion is perpendicular to the axis of the rod and perpendicular to the field b.) 180 m/s, assuming the the motion is parallel to the axis of the rod and perpendicular to the field c.) 180 m/s, assuming the the motion is perpendicular to the axis of the rod and parallel to the field d.) 180 m/s, assuming the the motion is parallel to the axis of the rod and parallel to the field e.) none of the above.
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Transcribed Image Text:A half-meter conducting rod is under the influence of a
1000 G magnetic field that points perpendicularly to its
length. How fast does the rod have to move to acquire a
potential difference of 9V measured from its ends?
a.) 180 m/s, assuming that the motion is perpendicular to
the axis of the rod and perpendicular to the field
b.) 180 m/s, assuming the the motion is parallel to the axis
of the rod and perpendicular to the field
c.) 180 m/s, assuming the the motion is perpendicular to the
axis of the rod and parallel to the field
d.) 180 m/s, assuming the the motion is parallel to the axis
of the rod and parallel to the field
e.) none of the above.
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