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Author Question: IKSGFFpveQWGDVqND+7Z+c2FFoLeNR+luioKOMcfty1n40uRowYimbJCYFFTk2zTetto3uigmD9tkZocDk3eK+s/l0o7bIRIDXCGRGBgX/5I+Jumoz8uCTohhMuTYPryFGceeVtLJsyFYtum4oD789C8clTIJzJltLe6rxQR+Q9iYBEQCJQmxEI5xJoSZxou0mQSMG5POi6j31snjh50soWlP8AJ3y6cHUWJCqbsFjo47283/7PA+jTrR1WLpiL (Read 16 times)

Diane

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 />
  1.increases.
  2.decreases.
  3.remains the same."

Question 2

You intend to move a rectangular loop of wire into a region of uniform magnetic field at a given speed so as to induce an emf in the loop. The plane of the loop must remain perpendicular to the magnetic field lines. In which orientation should you hold the loop while you move it into the region with the magnetic field to generate the largest emf?
  1.with the long dimension of the loop parallel to the velocity vector
  2.with the short dimension of the loop parallel to the velocity vector
  3.Either way because the emf is the same regardless of orientation.



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