Question

An *L-R-C* series circuit *L* = 0.121 H ,
*R* = 240 Ω , and *C* = 7.31 *μ*F carries an
rms current of 0.452 A with a frequency of 400 Hz .

A. What is the phase angle

B. What is the power factor for this circuit.

C. What is the impedence of the circuit

D. What is the RMS voltage of the source.

E) What is the average rate at which electrical energy is converted to thermal energy in the resistor?

F) What is the average rate at which electrical energy is
dissipated (converted to other forms) in the capacitor?,

G) In the inductor?

Answer #1

An L-R-C series circuit L = 0.123 H ,
R = 242 Ω , and C = 7.32 μF carries an
rms current of 0.445 A with a frequency of 401 Hz .
a. What is the phase angle?
b. What is the power factor for this circuit?
c. What is the impedance of the circuit?
d. What is the rms voltage of the source?
e) What is the average rate at which electrical energy is
converted to thermal energy...

Question 1:
An L-R-C series circuit L = 0.117 H ,
R = 243 Ω , and C = 7.27 μF carries an
rms current of 0.448 A with a frequency of 402 Hz .
What is the phase angle, answer in (radians)
What is the power factor of this circuit?
What is the impedance of the circuit?
What is the rms voltage of the source?
What is the average rate at which electrical energy is
converted to thermal energy...

An L-R-C series circuit L= 0.125 H , R = 245 ΩΩ , and
C= 7.32 μFμF carries an rms current of 0.452 AA with a frequency of
396 Hz.
a) What average power is delivered by the source?
b) What is the average rate at which electrical energy is
converted to thermal energy in the resistor?
c) What is the average rate at which electrical energy is
dissipated (converted to other forms) in the capacitor?
d) What is the...

An L-R-C series circuit L = 0.117 H , R = 243? , and C
= 7.27?F carries an rms current of
0.454A with a frequency of 408Hz .
a) What is the phase angle? (in radians)
b) What is the power factor for this circuit?
c) What is the impedance of the circuit? (in Ω)
d) What is the rms voltage of the source? (in V)
e) What is the average rate at which electrical energy is
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A series R–L–C circuit of R = 225 ? , L = 0.900 H and C = 1.75
?F carries an rms current of 0.230 A with a frequency of
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What is the average rate at which electrical energy is converted
to heat in the resistor? Express your answer in watts to three
significant figures.
What average power is delivered by the source? Express your
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What is the average rate...

An L-R-C series circuit LLL = 0.122 HH , RRR = 244 ΩΩ ,
and CCC = 7.25 μFμF carries an rms current of 0.445 AA with a
frequency of 397 HzHz .
What average power is delivered by the source?
What is the average rate at which electrical energy is converted
to thermal energy in the resistor?
What is the average rate at which electrical energy is
dissipated (converted to other forms) in the capacitor?
What is the average...

Consider a series RLC circuit with R
= 24 Ω, L = 6.0 mH, and C = 32
μF. The circuit is connected to a 10-V (rms), 600-Hz AC
source.
(a) Is the sum of the voltage drops across R,
L, and C equal to 10 V (rms)?
(b) Which is greatest, the power delivered to the resistor, to the
capacitor, or to the inductor?
(c) Find the average power delivered to the
circuit. W

An LRC series circuit has with R = 105 Ω, L = 76 mH, and C = 22
μF, is attached to a 120-V (rms) AC power supply with frequency 60
Hz.
(a) What is the impedance of the circuit?
(b) What is the peak current in the circuit?
(c) What is the peak voltage across the resistor?
(d) What is the peak voltage across the inductor?
(e) What is the peak voltage across the capacitor?
(f) What is the...

An L-R-C series circuit L = 0.120 H , R = 238 Ω , and C = 7.32
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.
Part A
What is the phase angle? .793 radians
Part B
What is the power factor for this circuit?
Part C
What is the impedance of the circuit?
Part D
What is the rms voltage of the source?

An L-R-C series circuit consists of a
60.0 Ω resistor, a 16.0 μF capacitor, a 4.00 mH inductor,
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The current amplitude across the inductor, the resistor, and the
capacitor is 0.814A...now, double the frequency and...
a. Find new current amplitude across the inductor, the resistor,
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b. Find new voltage amplitudes across the inductor, the
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