11) The generator in the figure uses a loop that rotates with a period T. Suppose the rotation rate is increased so that the loop is made to rotate twice as fast (note: the period is reduced by a factor of two). How will that affect the magnitude of the induced emf? Horseshoe magnet a) The magnitude of the induced emf will increase by a factor of two. b) The magnitude of the induced emf will decrease by a factor of four. Area = A c) The magnitude of the induced emf will increase by a factor of four. d) The magnitude of the induced emf will decrease by a factor of two. e) The magnitude of the induced emf will not change.
11) The generator in the figure uses a loop that rotates with a period T. Suppose the rotation rate is increased so that the loop is made to rotate twice as fast (note: the period is reduced by a factor of two). How will that affect the magnitude of the induced emf? Horseshoe magnet a) The magnitude of the induced emf will increase by a factor of two. b) The magnitude of the induced emf will decrease by a factor of four. Area = A c) The magnitude of the induced emf will increase by a factor of four. d) The magnitude of the induced emf will decrease by a factor of two. e) The magnitude of the induced emf will not change.
College Physics
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Chapter1: Units, Trigonometry. And Vectors
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The generator in the figure uses a loop that rotates with a period of T. Suppose the rotation rate is increased so that the loop is made to rotate twice as fast (note: the period is reduced by a factor of two). How will that affect the magnititude of the induced emf?
![11) The generator in the figure uses a loop that rotates with a period T. Suppose the rotation rate is
increased so that the loop is made to rotate twice as fast (note: the period is reduced by a factor of
two). How will that affect the magnitude of the induced emf?
Horseshoe magnet
a) The magnitude of the induced emf will increase by a factor of two.
b) The magnitude of the induced emf will decrease by a factor of four.
Area = A
c) The magnitude of the induced emf will increase by a factor of four.
d) The magnitude of the induced emf will decrease by a factor of two.
e) The magnitude of the induced emf will not change.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F92c948e1-a5a6-42ca-a6f6-c7c8dd85ca21%2Ff3fb71be-47ed-48a0-814c-778ff30c9696%2Fr09139_processed.png&w=3840&q=75)
Transcribed Image Text:11) The generator in the figure uses a loop that rotates with a period T. Suppose the rotation rate is
increased so that the loop is made to rotate twice as fast (note: the period is reduced by a factor of
two). How will that affect the magnitude of the induced emf?
Horseshoe magnet
a) The magnitude of the induced emf will increase by a factor of two.
b) The magnitude of the induced emf will decrease by a factor of four.
Area = A
c) The magnitude of the induced emf will increase by a factor of four.
d) The magnitude of the induced emf will decrease by a factor of two.
e) The magnitude of the induced emf will not change.
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