Question: Two coils connected as shown in Figure separately have inductances L1 and L2. Their mutual inductance is M. (a) Show that this combination can be

Two coils connected as shown in Figure separately have inductances L1 and L2. Their mutual inductance is M.

(a) Show that this combination can be replaced by a single coil of equivalent inductance given by L e q = L1 + L2 + 2M.

(b) How could the coils in Figure be reconnected to yield an equivalent inductance of L e q = L1 + L2 + 2M. (This problem is an extension of Problem 47, but the requirement that the coils be far apart has been removed.)

M N la

M N la

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