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5. In the example of question 4 (Fig. 5-10), what is the current through R2 A. 6.8 mA. B. 43 mA. C. 150 mA. D. 6.8 A. 6. In the example of question 4 (Fig. 5-10), what is the total current drawn from the source A. 6.8 mA. B. 43 mA. C. 150 mA. D. 6.8 A. 7. In the example of question 4 (Fig. 5-10), suppose that resistor R2 opens up. The current through the other two resistors will: A. Increase. B. Decrease. C. Drop to zero. D. No change. 8. Four resistors are connected in series with a 6.0-V supply, with values shown in Fig. 5-9 (the same as question 2). What is the power dissipated by the whole combination A. 200 mW. B. 6.5 mW. C. 200 W. D. 6.5 W. 9. In Fig. 5-9, what is the power dissipated by R4

It s Inside Out The GB plane looks superficially identical to the RX plane. But mathematically, the two could not be more different! The GB plane is mathematically inside out with respect to the RX plane. The center, or origin, of the GB plane represents the point at which there is no conduction for dc or for ac. It is the zero-admittance point, rather than the zero-impedance point. In the RX plane, the origin represents a perfect short circuit, but in the GB plane, the origin corresponds to a perfect open circuit. As you move out toward the right (east) along the G, or conductance, axis of the GB plane, the conductance improves, and the current gets greater. When you move upward (north) along the jB axis from the origin, you have ever-increasing positive (capacitive) susceptance. When you go down (south) along the jB axis from the origin, you encounter increasingly negative (inductive) susceptance.

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In order to print something you had to put the document on a diskette (probably a 51/4-inch floppy, back when floppies really were floppy), walk over to the machine with the directly attached printer, and beg and wheedle for permission to print the file, not the most efficient technique for sharing a printer Something else was needed That something was the local area network (LAN)..

Quiz 97 A. 11 mW. B. 0.11 W. C. 0.2 W. D. 6.5 mW. 10. Three resistors are in parallel in the same configuration and with the same values as in problem 4 (Fig. 5-10). What is the power dissipated by the whole set A. 5.4 W. B. 5.4 uW. C. 650 W. D. 650 mW. 11. In Fig. 5-10, the power dissipated by R1 is: A. 32 mW. B. 480 mW. C. 2.1 W. D. 31 W. 12. Fill in the blank in the following sentence. In either series or a parallel circuit, s in each component is equal to the total provided by the the sum of the supply. A. Current. B. Voltage. C. Wattage. D. Resistance. 13. Refer to Fig. 5-5A. Suppose the resistors each have values of 33 . The battery provides 24 V. The current I1 is: A. 1.1 A. B. 730 mA. C. 360 mA. D. Not determinable from the information given. 14. Refer to Fig. 5-5B. Let each resistor have a value of 820 . Suppose the top three resistors all lead to light bulbs of the exact same wattage. If I1 50 mA and I2 70 mA, what is the power dissipated in the resistor carrying current I4 A. 33 W. B. 40 mW. C. 1.3 W. D. It can t be found using the information given. 15. Refer to Fig. 5-6. Suppose the resistances R1, R2, R3, and R4 are in the ratio 1:2:4:8 from left to right, and the battery supplies 30 V. Then the voltage E2 is:

Vector Representation of Admittance Complex admittances can be shown as vectors, just as can complex impedances. In Fig. 15-10, the points from Fig. 15-9 are rendered as vectors. Generally, long vectors in the GB plane indicate large currents, and short vectors indicate small currents. Imagine a point moving around on the GB plane, and think of the vector getting longer and shorter and changing direction. Vectors pointing generally northeast, or upward and to the right, correspond to conductances and capacitances in parallel. Vectors pointing in a more or less southeasterly direction, or downward and to the right, are conductances and inductances in parallel.

A LAN is exactly what the name implies: a physically small network, typically characterized by high-speed transports, low error rates, and private ownership, which serves the data transport needs of a geographically small community of users. Most LANs provide connectivity, resource sharing, and transport services within a single building,

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