Apply the E-shift operation to the resistive network shown in Figure 1.79 and calculate the value of the voltage Vs across resistor Rs. + V, R, 2.50 R2 R3 A 62 E, 18V R, 120 Figure 1.79 Resistive network with a battery

The network shown in Figure 1.179(a) consists of a collection of resistors, a battery, and a current source. Use suitable operations to reduce this network to the equivalent shown in Figure 1.179(b). Calculate values for EAB and RAB in the equivalent. R, R3 A 3KN 2ΚΩ Jg2 Eg1 8V R2 12KΩ Re 3KN 1.2mA R4 R5 1KO 1KO (a) RAB A + EAB B (b) Figure 1.179 (a) Resistive network (b) Equivalent network at A-B

Based upon the following assumptions: V1 = 13V, V2 = 19V, R1 = 0.9kQ, R2 = 9300, R3 = 3kQ, R4 = 3.4kQ, R5 = 1.2k2. If R5 is the load resistor find VTH Answer in volts with 3 significant digits, only enter the number, don't enter the units. V1 V2

.EE < 1.13 Calculate the effective resistance between the terminals A and B in the following arrangements. ov 150 C 300 (R E 1.110 B B 2ND 1340 (4) 1.14 Calculate the voltages V1, V2 and V3 in the following arrangements. 9 V (a) 11:33 +44 7440 401120 01/01/2024, 14:37 50 £2 V₁ 100 £2 12 V n (b) 20 Ω 60 2 All Media V₂ 10 V (c) 10 Q2 40 Ω V₂ Ep