lues E. An alternating voltage is connected in series with a resistance R and an inductance L. If the potential drop across the resistance is 200 V and across the inductance is 150 V. then the applied voltage is (a) 350 V (b) 250 V (d) 300 V tago C (c) 500 V 300 5
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- At s1iat frequency is the reactance of a 20F capacitor equal to that of a 10-mH inductor?The self-inductance and capacitance of an oscillating LC circuit are L = 20 mH and C = 1.0 F , respectively. (a) What is the frequency of the oscillation? (b) If the maximum potential difference the plates of the capacitor is 50 V, what is the maximum current in the circuit?L, C and R represent the physical quantities inductance, capacitance and resistance respectively. The combinations which have the dimensions of frequency are (a) RC R (b) L (c) VLC (d)는
- The capacitance is 1.5 μFand the rms voltage is 25.0 V. What is the rms current when the frequency is (a) 100 Hz and (b) 5000 Hz? Paragraph V ... U A BI 34L,C and R represent the physıcal quantities inductance, capacitance and resistance respectively. The combinations which have the dimensions of frequency are (a) RC R (b) L (c) VIC (d) i LA constant inductance of 1 henry and a variable resistance R are connected in series with a constant emf of E 1 ohms at time t seconds and if the current is initially zero, what value of E will make the 1+t volts. If R = current 24 amperes after 4 seconds?
- AsapThe current in an inductor is changing at the rate of 83 A/s, and the inductor voltage is 32V. What is its inductance in Henries (to 2 decimal places)?A series RLC circuit has a current that is described by the expression, I(t)=6e-tsin(5t), where t is time in seconds. The initial charge was zero when a constant voltage was applied to the system. If the capacitance is 10-2 F, what are the resistance and inductance of the circuit? Also what was the applied voltage?
- A circuit consists of an inductor attached in series to a resistor in series to a battery of voltage ?, as shown. The inductance, L, is 100 mH, the resistance, R, is 6 Ω, and the voltage of the battery is 12 V. At t=0 seconds the switch is closed. (A)What is the current (in A) in the circuit after 13.3 milliseconds? (B)What is the voltage (in V) across the inductor at t = 13.3 milliseconds? (C)What is the voltage (in V) across the resistor at t = 13.3 milliseconds?The time constants for a series RC circuit with a capacitance of 3.50 µF and a series RL circuit with an inductance of 2.10 H are identical. (a) What is the resistance R in the two circuits? (b) What is the common time constant for the two circuits?The charge q on the capacitor in a simple RLC circuit is governed by the oquation Lq"(t) + Rq'(1) +cat) - E), where L is 02 herys 5 farnde the inductance, R the resistance, C the capacitance, and E the voltage source. Since the resistance of a resistor incroases with temperature, assume that the resistor is heatod so that the resistanco at time t is R(1) = 7+t2. IL=0.2 H, C=5 F, E)=0, q(0) =4 C, and q'(0) = 0 A, find the first four nonzero terms in a power series expansion about t=0 for the charge on the capacitor. 9(0)-4 coulombs R)-7+t oluns gr0)-0 amps (Type an exprossion that includes all terms up to ordor 4.)