Please box answers. Engineering students are learning to use phasor diagrams to analyze RLC series circuits. They are given the following phasor diagram, andthey are told that the AC power source has a frequency of 60.0 Hz and the resistor has a resistance of 43.0 0.AV = 25.0 VAVmaxAVR= 20.0 V'AVc= 15.0 VThe students are then asked to determine the following.(a) the maximum voltage AVmay (in V) across the series RLC combination22.36V(b) the phase angle o (in degrees)26.57(c) the maximum current (in A) in the circuitA(d) the total impedance (in 0) of the circuit48.10(e) the capacitance (in µF)1.4Express the capacitive reactance in terms of the voltage across the capacitor and the maximum current and then in terms of thecapacitance and frequency. How can we determine the capacitance from these two expressions? Don't forget to convert F to pF. µF(f) the inductance (in H)144(g) the average power (in W) delivered to the circuit5.8Review the definition of average power and note that it is expressed in terms of rms values. How are the maximum values determinedin previous steps related to the rms values needed to determine the average power? W

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Engineering students are learning to use phasor diagrams to analyze RLC series circuits. They are given the following phasor diagram, and they are told that the AC power source has a frequency of 60.0 Hz and the resistor has a resistance of 43.0 n. AV = 25.0 V max AVR= 20.0 V AVc= 15.0 V The students are then asked to determine the following. (a) the maximum voltage AVa (in V) across the series RLC combination max 22.36 (b) the phase angle o (in degrees) 26.57 (c) the maximum current (in A) in the circuit A (d) the total impedance (in 0) of the circuit 48.10 (e) the capacitance (in µF) |x 1.4 Express the capacitive reactance in terms of the voltage across the capacitor and the maximum current and then in terms of the capacitance and frequency. How can we determine the capacitance from these two expressions? Don't forget to convert F to pF. µF (f) the inductance (in H) 144 H (g) the average power (in W) delivered to the circuit 5.8 Review the definition of average power and note that it is expressed in terms of rms values. How are the maximum values determined in previous steps related to the rms values needed to determine the average power? W

Engineering students are learning to use phasor diagrams to analyze RLC series circuits. They are given the following phasor diagram, and they are told that the AC power source has a frequency of 60.0 Hz and the resistor has a resistance of 43.0 n. AV = 25.0 V max AVR= 20.0 V AVc= 15.0 V The students are then asked to determine the following. (a) the maximum voltage AVa (in V) across the series RLC combination max 22.36 (b) the phase angle o (in degrees) 26.57 (c) the maximum current (in A) in the circuit A (d) the total impedance (in 0) of the circuit 48.10 (e) the capacitance (in µF) |x 1.4 Express the capacitive reactance in terms of the voltage across the capacitor and the maximum current and then in terms of the capacitance and frequency. How can we determine the capacitance from these two expressions? Don't forget to convert F to pF. µF (f) the inductance (in H) 144 H (g) the average power (in W) delivered to the circuit 5.8 Review the definition of average power and note that it is expressed in terms of rms values. How are the maximum values determined in previous steps related to the rms values needed to determine the average power? W

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Question

Please box answers.

Engineering students are learning to use phasor diagrams to analyze RLC series circuits. They are given the following phasor diagram, and
they are told that the AC power source has a frequency of 60.0 Hz and the resistor has a resistance of 43.0 0.
AV = 25.0 V
AV
max
AVR= 20.0 V
'AVc= 15.0 V
The students are then asked to determine the following.
(a) the maximum voltage AVmay (in V) across the series RLC combination
22.36
V
(b) the phase angle o (in degrees)
26.57
(c) the maximum current (in A) in the circuit
A
(d) the total impedance (in 0) of the circuit
48.10
(e) the capacitance (in µF)
1.4
Express the capacitive reactance in terms of the voltage across the capacitor and the maximum current and then in terms of the
capacitance and frequency. How can we determine the capacitance from these two expressions? Don't forget to convert F to pF. µF
(f) the inductance (in H)
144
(g) the average power (in W) delivered to the circuit
5.8
Review the definition of average power and note that it is expressed in terms of rms values. How are the maximum values determined
in previous steps related to the rms values needed to determine the average power? W

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