Only one question can be posted as per HOMEWORKLIB RULES
1.
From Kirchoff's Junction rule
-Ix-10+5Ix+2=0 (Incoming current to node taken as positive and outgoing current taken as positive)
4Ix=8
Ix =8/4 =2 mA
1. Determine Vi, V2 and Vo in the circuit below. (30 pts) 2 mA 2 12 mA
R3 Problem 14 Find Vo and Ix for the circuit of Figure 14. Also determine the power delivered by each op amp Assume ideal op amps. Data: R1 Vs Ix ± Vcc= ± 15V R5
1. Determine Vo, lo and Ix shown in the circuit in Figure 1. Vo 0 208 6 A 112 Vo lo- IX
Problem 4 Using nodal analysis, determine Vo in the circuit. 20 ? 10? Ix 10? 20 ? 40 V 4 Lx
Find Ix in the following circuit: 2.mao $ 21. 0 - 2/3 mA 0 - 2 mA o 2 mA 0 - 1 mA 2/3 mA
(25pts) 4. Find Vo in the circuit as below: 2 mA
Find I, I, and I, in the network in Fig. P2.13. 3 mA 1 12 mA w 4 mA 1. 2 mA Figure P2.13 Ix=-9 mA. ly=-10 mA, Iz=2 mA Ix-9 mA.ly=10 mA, Iz=-2 mA Ix- 9 mA. ly=-10 mA, Iz=-2 mA Ix-9 mA. ly=10 mA. Iz=2 mA
Find Vout for circuit 1 find Vout and I (current) for circuit 2 find Vout for circuit 3 Vo Find Vo + 4K 2K Find I, Vo I Yo 2k ZK 10 MA Find vo
Use mesh analysis to find Vo in the circuit below. 6 mA + V. - 6 ΚΩ Τ 12v Β) 12 ΚΩ Ι 12 kΩ ΚΑΙ 2 mA T
Assuming an ideal op-amp in the following circuit, find output voltage, Vo if R1= 2 K2, R2=8 K12, R3=3.8 KS2, R4=6 KI2, R5=15 KS2, R6=3.8 KN, RL=9.8 K12, V1=1V, 12=0.5 mA and V3=2.2 V. } R6 R1 w R5 w + Vo + } RL 12 R2 V1 R3 R4 + +1 V3 Using the above circuit, but consider the following component values: R1= 2 KN R2=8 K2, R3=4.1 K12, R4=6 KI2, R5=17.0 K12, R6=15 KI, RL=10 KI, V1=1V, 12=0.5mA...