der these three circuits. 100 Hz 2 µH
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- 3. For the given circuits, the region AB behaves like a Voltage Source + Resistance (or, Current Source & Resistance). Find the value of Voltage Source/ Current Source and Resistance. B B 1mA slope=05 slope = 2 shpe=1 2V A 5VCalculate the reactance of a well insulated 7.20 µF capacitor at frequency 60 Hz?Adap
- mics of a series R-C circuit. I containing a resistor of resistance R and a e C connected to a source of EMF & with ance. The wires are also assumed to have the switch is open and the capacitor the processes that take place after the marge of the capacitor, the current in the ingly, the voltages across the resistor and anging. Note that at any moment in time cuit, Kirchhoff's loop rule holds and, indeed, Vc = 0, where VR is the voltage across the voltage across the capacitor. R ww io=0 C = 40=0 1 of 1 Part F In the steady state, what is the charge q of the capacitor? Express your answer in terms of any or all of E, R, and C. ► View Available Hint(s) VE ΑΣΦ 9= Submit Part G W = How much work W is done by the voltage source by the time the steady state is reached? Express your answer in terms of any or all of E, R, and C. ► View Available Hint(s) Submit Provide Feedback C V ΑΣΦ ? LATI ?Analyze the following series circuit which contains a resistor of 1O Q and a capacitor. It is connected to a source of 220 V, 50 Hz. If r.m.s current in the circuit is 2A, calculate the reactance (Xc) of the capacitor. [Ans: X = 109.540]Determine the current, total resistance, and voltage drops in a series circuit in which AVr = 12.0 V, R, = 5.0 N, = 15.0 N, and R, = 100 N. R,
- Find ω νalue Voltage |10VP Time 10ms 20ms 30ms 40ms 50ms 60mS 3141.59Rad/Sec 1570.79Rad/Sec 62.83Rad/Sec 314.15Rad/SecWhat capacitance should be used to produce a 2.00 MΩ reactance at 60.0 Hz?Ocopper = 5.813x10' (2m)', Ho = 4tx10 H/m, ɛo = 8.85x1012 F/m a) Find the high frequency model of a 500 2 resistor with 2.5 cm copper wire connections (radius = .2032 mm) and a stray capacitance Ca of 5 pF. Give an expression for the equivalent impedance. b) Sketch the impedance magnitude as a function of frequency. In your sketch also include the ideal behavior of the capacitor.