A current of i = 5 + 10 sin 377t + 377t Ampere flows through a series circuit containing resistance of 5 ohms and an inductance of 13.26mH. Determine the expression of the total voltage. a. e=25+70.7 sin (377t + 45°) Volts O b. e 25+ 70.7 sin (377t - 45°) Volts = O c. e = 25+ 70.7 sin (377t – 30°) Volts O d. e 25+ 70.7 sin (377t + 30°) Volts
A current of i = 5 + 10 sin 377t + 377t Ampere flows through a series circuit containing resistance of 5 ohms and an inductance of 13.26mH. Determine the expression of the total voltage. a. e=25+70.7 sin (377t + 45°) Volts O b. e 25+ 70.7 sin (377t - 45°) Volts = O c. e = 25+ 70.7 sin (377t – 30°) Volts O d. e 25+ 70.7 sin (377t + 30°) Volts
Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter21: Resistive-capacitive Series Circuits
Section: Chapter Questions
Problem 7RQ: An RC series circuit is connected to a 120-V, 60-Hz power source. The resistor is 25 and has a...
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![A current of i = 5 + 10 sin 377t + 377t
Ampere flows through a series circuit
containing resistance of 5 ohms and an
inductance of 13.26mH. Determine the
expression of the total voltage.
a. e=25+70.7 sin (377t + 45°) Volts
O b. e 25+ 70.7 sin (377t - 45°) Volts
=
O c. e = 25 + 70.7 sin (377t – 30°) Volts
O d. e 25+ 70.7 sin (377t +30°) Volts](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc407348e-74f9-451b-8a05-2e09042d8432%2F9c6c2c3b-d07d-4a24-80ec-3b0fedd9b14c%2Fr8qm9sl_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A current of i = 5 + 10 sin 377t + 377t
Ampere flows through a series circuit
containing resistance of 5 ohms and an
inductance of 13.26mH. Determine the
expression of the total voltage.
a. e=25+70.7 sin (377t + 45°) Volts
O b. e 25+ 70.7 sin (377t - 45°) Volts
=
O c. e = 25 + 70.7 sin (377t – 30°) Volts
O d. e 25+ 70.7 sin (377t +30°) Volts
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