Problem C8:
The two loops of wire lie in the same plane. The wire on the left is a square with sides
of length L. The wire on the right is a rectangle with sides n_{1}L by
n_{2}L. The wires in each loop have the same cross section and electrical resistivity.
There is a magnetic field throughout the region that is steadily increasing in time:
**B**=α t **k**, where **k** points out of the page.
What is the ratio of the current induced in the right wire, I_{2}, divided by
the current induced in the left wire, I_{1}? If I_{2}/I_{1} =
n_{3}, then what is n_{3}? Neglect any mutual inductance between the wires
and self inductance of the wire loops.

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