Answer Happy

In the diagram below, the current in the red wire is directed right and is increasing. The blue loop is at rest and its radius is constant. Determine the direction of the induced B-field at the center of the loop & the direction of the induced current in the loop. O Part 3 Direction of induced B-field at center of loop = no induced B-field x Direction of induced current [no induced current X Part 2 In the diagram below, the current in the red wire is constant and is directed left. The blue loop is at rest and its radius is increasing. Determine the direction of the induced B-field at the center of the loop & the direction of the induced current in the loop. O Direction of induced B-field at center of loop= [no induced B-field x Direction of induced current = [no induced current x In the diagram below, the current in the red wire is constant and is directed down. As the blue loop moves away from the red wire, its radius remains constant. Determine the direction of the induced B-field at the center of the loop & the direction of the induced current in the loop. O Direction of induced B-field at center of loop( x Direction of induced current = [counterclockwise