Find the bound energy eigenstates and eigenvalues of a "half-infinite" square well (i.e., a square well with infinite potential for x < 0 and finite potential with value V(0) for x > a).

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Q: If ši = 12 V, I2 =1 A, R2 = 1 2, I3 = 2 A, and R3 = 3 2, find the power dissipated by resistor R1.

A: I2 = 1 A I3 = 2 A R2 = 1 Ω R3 = 3 Ω ξ1 = 12 V

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