Consider the circuit diagram below. Given that the power dissipated by R4 is 240.25 mW, solve for VR1, IR2, VR3, and Rg without using superposition, mesh analysis, or node analysis. Be sure to redraw your final circuit diagram with all calculated values, directions and polarities.

Your values for E1, E2, E3, and E4 for the circuit shown here are given on the Student Values Spreadsheet. E, Ez Et +, +) t. A B C DE (a) If point B (and no other point) is connected to ground, give the values of VA, VB, VC, VD, and VE. (b) If point D (and no other point) is connected to ground, give the values of VA, VB, VC, VD, and VE R3:56V EA:37V EB:8SV (b) GROUND AT D: VẠ = ? , Vg = ? , Vc = ? , VD = ?, VẸ =? EC.boV ************ (a) GROUND AT B: VA = ?, VB = ? , VC = ? , VD = ?, VE = ? (b) GROUND AT D: VA = ?, VB = ?, Vc = ?,VD = ?, VE = ?

previous i = -0.15

Q3) Find the total current (1, ) of the circuit shown below based on the application of delta-start? 1. 2n -jin

NOTE ON SIGN CONVENTIONS: The open-circuit voltage Voc is the open-circuit value of Vab. The short-circuit current is the current which flows from a to b in a wire connected between these two terminals. Please use these conventions throughout this assignment. Problem 5-1. For the network of figure P5-1, determine the Thevenin equivalent with respect to the terminals a and b. 20V + 1ΚΩ 10mA 2ΚΩ ww 8ΚΩ ww 4ΚΩ. 1.5ΚΩ a b