loop of copper passes through regions of the magnetic field with a constant velocity, as indicated in Figure 2. (a) Determine the direction of the current (if any) induced in the copper loop at each point, 1 through 5, along its path. Assume the field is uniform and of constant magnitude inside the dashed boundary and zero outside. (b) Rank the currents according to their magnitude from greatest to least for points 1 through 5. Indicate ties, if any.

loop of copper passes through regions of the magnetic field with a constant velocity, as indicated in Figure 2. (a) Determine the direction of the current (if any) induced in the copper loop at each point, 1 through 5, along its path. Assume the field is uniform and of constant magnitude inside the dashed boundary and zero outside. (b) Rank the currents according to their magnitude from greatest to least for points 1 through 5. Indicate ties, if any.

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In each of the figures below, a uniform magnetic field B points in the +x-direction. The magnitude of the field is 1.75 T. In each figure, a square loop, shown edge-on, with sides of length = 0.380 m, is oriented within the magnetic field as shown. In the left figure, the loop is oriented vertically, perpendicular to the magnetic field. In the middle figure, it is tilted such that the plane of the loop makes a 60.0° angle with the magnetic field. In the right figure, the loop is oriented horizontally, parallel to the magnetic field. y (b) 60.0° from the magnetic field Wb B What is the magnetic flux (in Wb) through the loop in each of the three cases shown? (a) perpendicular to the magnetic field Wb (c) parallel to the magnetic field Wb B 60.0°
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A battery is connected to wires that hand vertically (gravity acts down in the diagram). Hooks at the ends of the wires hold a horizontal copper bar (the thick bar) of mass 0.6 kg and length 0.5 meters. Another apparatus (not shown) can create a uniform magnetic field in the region of space given by the dashed rectangle. The total resistance of the circuit is 1.20 Ohms and the battery supplies 24 Volts. The magnetic field can be adjusted in strength until the bar lifts off of the hooks and levitates magnetically – not moving just above the hooks as shown. a) Determine the necessary direction of the magnetic field in the dashed rectangle. b) Calculate the required magnitude of the magnetic field.
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In each of the figures below, a uniform magnetic field B points in the +x-direction. The magnitude of the field is 1.50 T. In each figure, a square loop, shown edge-on, with sides of length l = 0.255 m, is oriented within the magnetic field as shown. In the left figure, the loop is oriented vertically, perpendicular to the magnetic field. In the middle figure, it is tilted such that the plane of the loop makes a 60.0° angle with the magnetic field. In the right figure, the loop is oriented horizontally, parallel to the magnetic field. y 60.0° What is the magnetic flux (in Wb) through the loop in each of the three cases shown? (a) perpendicular to the magnetic field Wb (b) 60.0° from the magnetic field Wb (c) parallel to the magnetic field Wb
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