Answer : D) -j20 ohm
Phasor diagram is used to simplify the calculations mostly in sinusoidal networks.
Write the phasor expression for the impedance in rectangular form for a circuit with XC =...
for the circuit below: a. Circuit Impedance in polar and rectangular form. b. Is the circuit more inductive or more capacitive? c. Draw the impedance phasor diagram. d. The net reactance that will make the impedance magnitude equal to 100 ohms. e. Itot, VR, VL, and VC in polar form. f. Draw the voltage phasor diagram. 47 2 80 2 35 22 4_ov frequency is 5KHz:
For the series-parallel RL circuit shown below, determine: Total impedance in rectangular and phasor forms Find current passing through each components Find both voltages across the resistor and Inductors
For the circuit shown, find the impedance and phase angle. Draw an impedance phasor diagram and fill in the table below. Is the circuit inductive, capacitive, or (nearly) purely resistive?
A. Using the rated component values, calculate XL, XC, ZT. Draw the impedance phasor diagram. B. Calculate the total current IT and component voltages VL, VC, and VR, using info from part A. Draw the voltage-current phasor diagram CHAN, A Scope A 72mH C1 e=7.07 sin 20kt - 0.01pF R1 CHAN. B Scope 22KQ
The waveforms below show the voltage measured across a complex load, and the current flowing through it. Use the information to determine the impedance of the load in phasor form.
For the circuit shown below, what is the total impedance ZT (Hint: Remember the general expression for impedance ZuR+/X) R=1022 X =2022 + 100 < 30° V Xc=-1522 O 1022.5° O 50.10° O 11.18.26.6° O 11.18 263.43°
Just want to know if this is right or wrong. Write the expression in rectangular form, x+yi, and in exponential form, rele (1 - 1) 9. The rectangular form of the given expression is 16 - 16 i, and the exponential form of the given expression is 1672 e (Simplify your answers. Type exact answers, using x as needed. Use integers or fractions for any numbers in the expressions.)
frequency=5000 a) Calculate values for XL,Xc and ZT. b) Calculate I (phasor format) for the circuit. c) Calculate the voltage (phasor format) drop across the resistor (VR1), the inductor (VL1 ) and capacitor (Vc1) xsci L1 15mH 0.033 R1 Fcn Gen RS 50Ω V1 510Ω
Write an expression for the complex impedance between the two nodes shown for each circuit below C2 L1 R2 し2 C1
Question 15 Needs Grading For the following circuit, find total admittance and total impedance. (To receive full credits, please write calculation procedure in a different answer sheet.) 100V 20 R=900 ) X 600 = X =200 Question 16 Needs Grading Please use the circuit in problem #15. Find the current is and the voltages iR, İL, and ic in phasor form. (To recelve full credits, please write calculation procedure in a different answer sheet.) Question 17 Needs Grading Please use...