Question1 (20 points): Use Thévenin's equivalent theorem to calculate the output voltage VL across the terminals of the load defined in the network shown in Fig. 1. What are the output real, reactive, and apparent powers? 1Ω ww + -j10 V₁ 10 ΠΩ 2/0° A 12/0° V Figure 1: Circuit schematic of Question 1.

Write a nodal equations in matric form for the circuit as shown below. Calculate the node voltage V1, V2, V3, V4 and Vo using Matlab programming. V₁ 2 ΚΩ |1 6 V 1 ΚΩ 12 mA V2 2 ΚΩ w V3 13 V4 + 4 mA 12 V 1 ΚΩ 31 ΚΩ 1 ΚΩ Vo

Please show all work and steps like eq1 and 2, etc. Thank you

Q. Draw a conclusion between the results in i)  Table 1 & the Maximum Power Transfer Theorem. ii) Table 3 & the Maximum Power Transfer Theorem.

Choices:a. 120 Vb. 36 Vc. 30 Vd. 90 V

Find the magnitude of the values ​​of I₁, I₂ and VAB from the series below:

ork: Determine v1, v2, and the power dissipated in all the resistors in the circuit of the below figure. mentals of Electrical Engineering Chapter 5 - Methods of Analysis - Nodal Analysis 2015-2016 6 A 10 A U8 vl = 9.143V, v2 = -10.286 V 10.45 W 94.37 W 52.9 W || Find the currents i through i

I1 1 2 2A R1 1 0 100ohmV1 2 3 2v R2 3 0 3ohmI2 2 0 5aR3 4 0 9ohmV2 4 2 3v this is a spice netlist comput the nodal voltage E1 and nodal voltage E2 (DC CIRCUIT)

The following question is just to help us practice Norton equivalent circuits, but I can't seem to get the value for I that they want. The value for I should be 2A. Please solve the problem using a Norton equivalent circuit.

Another circuit in the factory on a separate power supply has also failed. This circuit is formed of two power sources supplying a network of motors. By performing a full Kirchhoff's analysis, the currents moving through the motors (represented by the four resistors (102, 152, 24 2,8 2) at the centre of the circuit must be found. This analysis should be validated by a Superposition check to confirm your results. 202 +20V 10 Ω 2402 1502 Task 2 802 1Ω +10V. 41