In this AC circuit, the resistor offers 300 Q of resistance, and the inductor offers 400 N of reactance. Together, their series opposition to alternating current results X1 = 400 2 in a current of 10 mA from the 5 volt | 5 VAC source: R= 300 2 1 = 10 mA How many ohms of opposition does the series combination of resistor and inductor offer? What name do we give to this quantity, and how do we symbolize it, being that it is composed of both resistance (R) and reactance (X)?
In this AC circuit, the resistor offers 300 Q of resistance, and the inductor offers 400 N of reactance. Together, their series opposition to alternating current results X1 = 400 2 in a current of 10 mA from the 5 volt | 5 VAC source: R= 300 2 1 = 10 mA How many ohms of opposition does the series combination of resistor and inductor offer? What name do we give to this quantity, and how do we symbolize it, being that it is composed of both resistance (R) and reactance (X)?
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Transcribed Image Text:Problem 3:
In this AC circuit, the resistor offers 300
N of resistance, and the inductor offers
400 N of reactance. Together, their series
opposition to alternating current results
in a current of 10 mA from the 5 volt
X = 400 2
5 VAC
source:
R = 300 2
1= 10 mA
How many ohms of opposition does the
series combination of resistor and
inductor offer? What name do we give to
this quantity, and how do we symbolize
it, being that it is composed of both
resistance (R) and reactance (X)?
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