Problem 8 Construct the Norton equivalent of the given circuit between terminals a and b. Find IN W+jY and ZN = R + jX #ΑΩ www #B/0° A -j30 1.51x b
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- Convert the following instantaneous currents to phasors, using cos(t) as the reference. Give your answers in both rectangular and polar form. (a) i(t)=5002cos(t30) (b) i(t)=4sin(t+30) (c) i(t)=5cos(t15)+42sin(t+30)Below is a circuit diagram. Create a set of equations by using mesh analysis. The value of Rnsid is equal to 625. Express the final answer as rectangular coordinates.Circuits 1 HW 6 Q7
- Define what is used to determine the "steady state" of the charge/discharge phase of an RC Circuit. Which of the two phases takes longer to reach steady state for this circuit, explain.Please answer in typing format please ASAP for the like please clear the Please answer asap for the like pleaseUsing superposition, determine the current through the inductance XL for each network in the figure
- Two impedances of Z = 100 +j50 Q and Z2 = 20 -j20 Q are connected in series. what is the magnitude of the equivalent impedance in 2? %3D %3D Your Answer: AnswerConvert the following to polar form and computethe product. Compare the result with that obtainedusing rectangular form.a. (50 + j10) (4 + j8)b. (j2 − 2) (4 + j5) (2 +j7)i need the answer quickly
- Find the impedance Zab in the circuit seen in figure. Suppose that R = = 4.5 2. Part A Zab = Part B Ω Zab Zab R ww Ω -182 카 ZAN 20 M Express Zab in polar form. Express your answer in ohms to three significant figures. Enter your answer using angle notation. Express argument in degrees. ANSWER: 40 0 Express Zab in rectangular form. Express your answer in ohms to three significant figures. Enter your answer in rectangular form. ANSWER: m 102 -/200 j200Completely solve and box the final answer. Write legiblyConsider the circuit below: Simplify the circuit and write the super position circuits for I1, 12, and 13 2 AZ45° 1220 v 4 AZ0° O 20 3 VZ-90°