A 400-Ω resistor and a 6.00- μ F capacitor are connected in parallel to an ac generator that supplies an rms voltage of 180 V at an angular frequency of 360 rad/s. Use the results of Problem 31.54. Note that since there is no inductor in this circuit, the 1/ ωL term is not present in the expression for 1/ Z . Find (a) the current amplitude in the resistor; (b) the current amplitude in the capacitor; (c) the phase angle of the source current with respect to the source voltage; (d) the amplitude of the current through the generator. (e) Does the source current lag or lead the source voltage?
A 400-Ω resistor and a 6.00- μ F capacitor are connected in parallel to an ac generator that supplies an rms voltage of 180 V at an angular frequency of 360 rad/s. Use the results of Problem 31.54. Note that since there is no inductor in this circuit, the 1/ ωL term is not present in the expression for 1/ Z . Find (a) the current amplitude in the resistor; (b) the current amplitude in the capacitor; (c) the phase angle of the source current with respect to the source voltage; (d) the amplitude of the current through the generator. (e) Does the source current lag or lead the source voltage?
A 400-Ω resistor and a 6.00-μF capacitor are connected in parallel to an ac generator that supplies an rms voltage of 180 V at an angular frequency of 360 rad/s. Use the results of Problem 31.54. Note that since there is no inductor in this circuit, the 1/ωL term is not present in the expression for 1/Z. Find (a) the current amplitude in the resistor; (b) the current amplitude in the capacitor; (c) the phase angle of the source current with respect to the source voltage; (d) the amplitude of the current through the generator. (e) Does the source current lag or lead the source voltage?
A 1.50 mF capacitor is connected to an ac generator with m = 30.0 V. What is the amplitude of the resulting alternating current if the frequency of the emf is (a) 1.00 kHz and (b) 8.00 kHz?
An RLC series circuit has a 40.0 ohms resistor, a 3.00 mH inductor, and a 5.00 uF capacitor, and a voltage source of 120Vrms. What's the RMS current through the inductor at resonance?
With proper explanation please.
The output voltage of an AC generator is given by Δ v = (170 V) sin (60πt). The generator is connected across a 20.0-Ω resistor. By inspection, what are the (a) maximum voltage and (b) frequency? Find the (c) rms voltage across the resistor, (d) rms current in the resistor, (e) maximum current in the resistor, (f) power delivered to the resistor, and (g) current when t = 0.005 0 s. (h) Should the argument of the sine function be in degrees or radians?
Step 1
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GIVEN:
Output voltage, Δv = (170 V) sin (60πt)
Resistance, R = 20.0-Ω
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Step 2 Part (a)
Part (a)
Standard equation can be represented as,
Δv = Vmsin(ωt)
Where, Vm = maximum voltage.
ω = angular frequency.
Compare the given equation with standard equation.
We get, Vm…
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