Exam 32: Alternating Current Circuits

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A charged 200- μ\mu F capacitor is connected to a 100-mH inductor to form an LC oscillator. The voltage across the inductor oscillates at

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As the impedance in a simple series AC circuit gets larger, all of the following statements are valid except

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In a simple series AC circuit, an explanation for the phase relationship between current and voltage for a capacitor is that the voltage across a capacitor is proportional to

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The power factor for an RLC circuit is

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A transformer has 90 turns on the primary coil and 175 turns on the secondary coil. If the AC input current is 5 A, the output current is

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Consider an ideal inductor L connected directly to an AC voltage source V, with I being the current in the loop. Summing voltage drops around the loop yields

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The resonant frequency of a 1-H inductor and 1-F capacitor (forming an LC circuit) is

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The maximum (instantaneous) emf across a capacitor is 160 V and the reactance of the capacitor is 12 Ω\Omega . The maximum current through the capacitor is

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In a simple series RC circuit with a sinusoidal driving voltage, the phase relationship for a capacitor is that the

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The rms emf across an inductor is 5.2 V, and the reactance of the inductor is 0.77 Ω\Omega . The current (rms) through the inductor is

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RMS voltage is related to peak voltage by the equation

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An RLC circuit has a 12- Ω\Omega resistor connected to an inductor with 44 Ω\Omega reactance and a capacitor with 21 Ω\Omega reactance. The effective resistance as seen by the source (impedance) is

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A possible clue to question 35 is that the electrical element that exhibits "inertia to the change of the current" is the

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A transformer has 90 turns on the primary coil and 175 turns on the secondary coil. If the input voltage is 120 VAC, the output voltage is

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In the transfer of electrical energy over power lines, it is desirable to minimize Joule heating. Therefore it is desirable to reduce the

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In an ideal transformer, the output

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At high frequencies, the reactances of an inductor and capacitor are

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The quality factor, Q, of an ideal LC circuit oscillating at ω0=100\omega _ { 0 } = 100 rad/s with an inductor (L) of 120 mH is

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A 45-VAC signal (rms) is present across a 5- Ω\Omega resistor. The time-averaged power dissipated in the resistor is

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The instantaneous power loss in a circuit containing a resistor and an inductor through which DC current flows is given by the formula P = I2 Z. To retain the form of this equation for the case of AC current, it is enough to

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