given the alternating current series circuit with R,X L , and X c find the indep
ID: 3092108 • Letter: G
Question
given the alternating current series circuit with R,XL, and Xc find the independence of the circuit(as a complex number),then the magnitude of the impedance(as a real number) and the phaseangle between current and voltage state leads or lags the current.then find the the total voltage if I=3amps R=12 XL= 5 XC= 10.0 given the alternating current series circuit with R,XL, and Xc find the independence of the circuit(as a complex number),then the magnitude of the impedance(as a real number) and the phaseangle between current and voltage state leads or lags the current.then find the the total voltage if I=3amps R=12 XL= 5 XC= 10.0 find the independence of the circuit(as a complex number),then the magnitude of the impedance(as a real number) and the phaseangle between current and voltage state leads or lags the current.then find the the total voltage if I=3amps R=12 XL= 5 XC= 10.0Explanation / Answer
.1. Z = impedance = R + jXL –jXC
2. Z = 12 –j5
3. = arctan[(-5 )/(12 )] =-22.62degrees
4. |Z| = {(12 )2 + (5)2}(1/2) = 13
5. Z = 13 @ -22.62degrees
6. V = I*Z = (3 amperes)*(13 @ -22.62 degrees)= 39 volts @ -22.62degrees
7. The circuit is capacitive (negative “j”value), therefore current leadsvoltage. .
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