uestion 4: For the circuit given below, determine Vi, V2, and V3. V2 V3
(v) v3 v2-VI (ii) In the circuit below, find the currents Ii and I2. Then find node b voltage 3k1, 4 k 6V4k 3 k 1 k I
Given the following circuit, calculate Vi, V2, V3, Ir, I, h, , 14 using nodal analysis. l54 www 100k 1k 10k 1k V2 V1 IT 10k 100k 1k 5V 12
Please use nodal analysis to find V1, V2, and V3 Given the circuit which will be used for this and the next two problems, use Nodal Analysis to determine the Node Voltages, V1, V2, and V3. In this problem give the value for V1: 2KR 4ksh Vi 4kr 2KL va 3mA. 15mA. Gr.
+10.0V Solve for ID, Vi, V2 and V3 for this NMOS circuit. For both transistors: kn' 0.10 mA/V2 VT 1.0 V Wi-10um V3 +2.5V M2 Gnd
Determine V1, V2 and V3 for the circuit below (assume ideal diodes).
For the circuit in Fig. 3.69, find vi, V2, and v3 using nodal analysis. 240 V 20/ V2 20 S2 3
Can I get help with questions 2,3,4,6? be the (2) Determine if the following sequences of vectors vi, V2, V3 are linearly de- pendent or linearly independent (a) ces of V 0 0 V1= V2 = V3 = w. It (b) contains @0 (S) V1= Vo= Va (c) inations (CE) n m. -2 VI = V2= V3 (3) Consider the vectors 6) () Vo = V3 = in R2. Compute scalars ,2, E3 not all 0 such that I1V1+2V2 +r3V3...
2.12 In the circuit in Fig. 2.76, obtain vi, v2, and v3. +30 V- lp ent Cly -50 V +20 V- + 12 ify V1 u3 40 V
6. Determine the voltages vi and v2 in the circuit below. 14 Ω 2.5 Ω 4 Ω (1)5A , ξ60 Ω να ξ15 Ω 120 3144Ω Λ 10 Ω 5.6 Ω 12 Ω
For the given four element circuit loop with voltages V1, V2, V3, then the voltage v4 is given by: + V₂ V4 = -V1 - V2 - Vz V4 = -V1 + V2 - 13 V4 = V1 + V2 + V3 14 = -V1 + V2 + V3