A circular metal ring is situated above a long straight wire, as shown in the figure. The straight wire has a current flowing to the right, and the current is increasing in time at a constant rate. Which statement is true?a. There is no induced current in the wirering.
b. There is an induced current in the wire ring,directed in clockwise orientation.
c. There is an induced current in the wire ring,directed in a counterclockwise orientation

Answer :

Answer:

The answer is: b. There is an induced current in the wire ring, directed in clockwise orientation

Explanation:

The direction of the magnetic flux can be calculated using the right-hand rule. As the current increases, the outward flow through the ring also increases, allowing the induced current to move through the ring, this is in accordance with Faraday's laws.

If we analyze Lenz's law, the current that is induced in the ring would move in one direction to reduce the outward magnetic flux. This flux can be decreased if the ring produces a magnetic field that moves into the ring.

If the right-hand ruler to the ring is used, the flow would move inward, and the fingers would curl around the ring clockwise. As a conclusion we can say that the current that is induced in the ring would move clockwise.

The statement that is true is B. There is an induced current in the wire ring

directed in clockwise orientation.

It should be noted that as the current in the wire increases, there'll be an increase in the outward flux. Since there is a change in the magnetic flux that is linked with the wire ring, then an emf will be induced in the wire ring.

According to Lenz law, the induced current that's in the wire ring will flow in a direction in order to reduce the outward magnetic flux. Also, the right-hand palm rule will be applied to the ring. Therefore, there'll be an induced current in the wire ring directed in clockwise orientation.

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