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5. Inductors in series, assuming there is no mutual inductance, combine (a) like resistors in parallel. (b) like resistors in series. (c) like batteries in series with opposite polarities. (d) in a way unlike any other type of component. 6. Suppose two inductors are connected in series, without mutual inductance. Their values are 33 mH and 55 mH. What is the net inductance of the combination (a) 1.8 H (b) 22 mH (c) 88 mH (d) 21 mH 7. If the same two inductors (33 mH and 55 mH) are connected in parallel without mutual inductance, the combination will have a value of (a) 1.8 H. (b) 22 mH. (c) 88 mH. (d) 21 mH. 8. Suppose three inductors are connected in series without mutual inductance. Their values are 4.00 nH, 140 H, and 5.07 H. For practical purposes, the net inductance will be very close to (a) 4.00 nH. (b) 140 H. (c) 5.07 H. (d) none of the above. 9. Suppose the three inductors mentioned above are connected in parallel without mutual inductance. The net inductance will be close to (a) 4.00 nH. (b) 140 H. (c) 5.07 H. (d) none of the above. 10. Suppose two inductors, each of 100 H, are connected in series, and the coefficient of coupling is 0.40. The net inductance, if the coil fields reinforce each other, is (a) 50.0 H. (b) 120 H. (c) 200 H. (d) 280 H.

Electrical circuits always have some resistance. There is no such thing as a perfect conductor. When some metals are chilled to extremely low temperatures, they lose practically all of their resistance, but they never become absolutely perfect, resistancefree conductors. This phenomenon, about which you might have heard, is called superconductivity. In recent years, special metals have been found that behave this way even at fairly moderate temperatures. Researchers are trying to concoct substances that will superconduct even at room temperature. Superconductivity is an active field in physics right now. Just as there is no such thing as a perfectly resistance-free substance, there isn t a truly infinite resistance, either. Even air conducts to some extent, although the effect is usually so small that it can be ignored. In some electronic applications, materials are selected on the basis of how nearly infinite their resistance is. These materials make good electric insulators, and good dielectrics for capacitors, devices that store electric charge. In electronics, the resistance of a component often varies, depending on the conditions under which it is operated. A transistor, for example, might have extremely high resistance some of the time, and very low resistance at other times. This high/low fluctuation can be made to take place thousands, millions or billions of times each second. In this way, oscillators, amplifiers and digital electronic devices function in radio receivers and transmitters, telephone networks, digital computers and satellite links (to name just a few applications).

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11. If the coil fields oppose in the foregoing series-connected arrangement, assuming the coefficient of coupling does not change, the net inductance is (a) 50.0 H. (b) 120 H. (c) 200 H. (d) 280 H. 12. Suppose two inductors, having values of 44.0 mH and 88.0 mH, are connected in series with a coefficient of coupling equal to 1.0 (the maximum possible mutual inductance). If their fields reinforce, the net inductance is approximately (a) 7.55 mH. (b) 132 mH. (c) 194 mH. (d) 256 mH. 13. If the fields in the previous situation oppose, assuming the coefficient of coupling does not change, the net inductance will be approximately (a) 7.55 mH. (b) 132 mH. (c) 194 mH. (d) 256 mH. 14. With permeability tuning, moving the core further into a solenoidal coil (a) increases the inductance. (b) reduces the inductance. (c) has no effect on the inductance, but increases the current-carrying capacity of the coil. (d) raises the frequency. 15. A significant advantage, in some situations, of a toroidal coil over a solenoid is the fact that (a) the toroid is easier to wind. (b) the solenoid cannot carry as much current. (c) the toroid is easier to tune. (d) the magnetic flux in a toroid is practically all within the core. 16. A major feature of a pot core inductor is (a) high current capacity. (b) large inductance in small volume. (c) excellent efficiency at very high frequencies. (d) ease of inductance adjustment.

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