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9. An inductor has L A. 55.3 kHz. B. 55.3 Hz. C. 181 kHz. D. 181 Hz.
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10. Each point in the RL plane: A. Corresponds to a unique resistance. B. Corresponds to a unique inductance. C. Corresponds to a unique combination of resistance and inductive reactance. D. Corresponds to a unique combination of resistance and inductance. 11. If the resistance R and the inductive reactance XL both vary from zero to unlimited values, but are always in the ratio 3:1, the points in the RL plane for all the resulting impedances will fall along: A. A vector pointing straight up. B. A vector pointing east. C. A circle. D. A ray of unlimited length. 12. Each impedance R jXL: A. Corresponds to a unique point in the RL plane. B. Corresponds to a unique inductive reactance.
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Quiz 245 C. Corresponds to a unique resistance. D. All of the above. 13. A vector is a quantity that has: A. Magnitude and direction. B. Resistance and inductance. C. Resistance and reactance. D. Inductance and reactance. 14. In an RL circuit, as the ratio of inductive reactance to resistance, XL /R, decreases, the phase angle: A. Increases. B. Decreases. C. Stays the same. D. Cannot be found. 15. In a purely reactive circuit, the phase angle is: A. Increasing. B. Decreasing. C. 0 degrees. D. 90 degrees. 16. If the inductive reactance is the same as the resistance in an RL circuit, the phase angle is: A. 0 degrees. B. 45 degrees. C. 90 degrees. D. Impossible to find; there s not enough data given. 17. In Fig. 13-14, the impedance shown is: A. 8.0. B. 90. C. 90 D. 8.0 j8.0. j90.
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18. In Fig. 13-14, note that the R and XL scale divisions are of different sizes. The phase angle is: A. About 50 degrees, from the looks of it. B. 48 degrees, as measured with a protractor. C. 85 degrees, as calculated trigonometrically. D. 6.5 degrees, as calculated trigonometrically.
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19 An RL circuit consists of a 100- H inductor and a 100- resistor. What is the phase angle at a frequency of 200 kHz A. 45.0 degrees. B. 51.5 degrees. C. 38.5 degrees. D. There isn t enough data to know. 20. An RL circuit has an inductance of 88 mH. The resistance is 95 . What is the phase angle at 800 Hz A. 78 degrees. B. 12 degrees. C. 43 degrees. D. 47 degrees.
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Capacitive reactance
INDUCTIVE REACTANCE IS SOMETHING LIKE RESISTANCE, IN THE SENSE THAT IT is a one-dimensional, or scalar, quantity that can vary from zero upwards without limit. Inductive reactance, like resistance, can be represented by a ray, and is measured in ohms. Inductive reactance has its counterpart in the form of capacitive reactance. This too can be represented as a ray, starting at the same zero point as inductive reactance, but running off in the opposite direction, having negative ohmic values (Fig. 14-1). When the ray for capacitive reactance is combined with the ray for inductive reactance, a number line is the result, with ohmic values that range from the huge negative numbers, through zero, to huge positive numbers.
14-1 Inductive and capacitive reactance can be represented on a complete ohmic number line.
Capacitors and direct current
Suppose that you have two big, flat metal plates, both of which are excellent electrical conductors. Imagine that you stack them one on top of the other, with only air in between. What will take place if you connect a source of dc across the plates (Fig. 14-2) The plates will become electrically charged, and will reach a potential difference equal to the dc source voltage. It won t matter how big or small the plates are; their mutual voltage will always be the same as that of the source, although, if the plates are monstrously large, it 247
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