For the given circuit below, provide the following unknowns: ti V1 60V R2 1092 R1 1092 R3 www 1092 R4 ww 1092 R5 1092 + Vo R7 www 109. R6 1092 a. Number of nodes, branches, loops and mesh R8 1092

Consider the following resistor network: i₁ = E A, 1₂ = Voltage gain across I is b. Report the voltage gain across the current source I. (Click on the image to enlarge) Suppose R₁ = 60, R₂ = 50, R3 = 142, R₁ = 4, R5 = 4N, E = 28V and I = 6A. Set up and solve a linear system for the loop currents and the voltage across the current source as shown in the online notes. a. Report the loop currents i1, 12 and i3 (positive for clockwise direction). V R₁ A, 23 = R₂. R3 R4 A R5

Determine the Voltages and Currents accross V1, V2, V3 and A1,A2,A3 using nodal analysis.  R1=1ohm,R2=2ohm,..., R5=5ohm V1=1V, V2=2V, V3=3V

Consider the circuit shown in the figure below. R₁ = R2= 11.00 and R3 =R4= 5.00 2 and Rs 20 Ω. a. Color code and reduce the circuit section to one equivalent resistor. Show each step and combine the resistors SYMBOLLICALLY before plugging in any numbers. W R4 a R1 W R2 W R3 W 25.0 V b. Find the potential difference between points a and b. b C. Find the current in the R5. W R5