Problem 2 In the circuit below, use nodal analysis to evaluate 2 Ω + νο 422 202 302 302 502 3 V 5 V (a) The voltage vo (b) The power absorbed by the 4-2 resistor

1 A:Y docs.google.com/forms O A.5 resistors each one 102 connected in parallel and then connected to across 10V DC battery, the equivalent resistance and the voltage * :across each resistor are 50 Q and 2V O 2Q and 10 V 50 Q and 10V 2Q and 2 V O II >

2. (60 points total + 20 points extra credit) Here is the Tanabe Sugano diagram for an octahedral inorganic complex: 80 25 70 2F G 21 11111 2F 2 D F 50 E/B 40. *P DPG D AG 30 20 20 110 10 4A2 AE 6A1 6S 0 10 20 +A1, *E 2A1 2E 2A21 271 *T₁ (12*e) 6A1(12³ e²) | 2T₂ (125) 30 40 50 A/B a. (20 points) What is the delectron count of this complex (e. g. d'? Briefly explain your answer.

Delta - Star conversion

Part B Given the following circuit F1 SW1 SW2 Sw3 SW4 SW5 SW6 BAT1 R1 R2 R3 R4 R5 R6 12 V 12 0 24 0 48 0 00

Draw the Circuit with Multism Simple Joule Theif Circuit L1 100uH m :C1 R1 220pf 222k R2 330 J1 1.5v Cel LED1 LED Q2 ВC47 Q1 BC547 GND

Fin de currents and voltages of the circuit (V1,v2,v3,v4) I1, I2, I3

From the circuit shown in the figure, the voltage at a with respect to b is

Given V, = 216Z45° V, what is n2? 90445° V V2 15: n2 О36 O 9.375 O 6.25 O 24 rll

13. Use any two AC circuit analysis method to solve for the current through the R2 resistor. R2 250 11 4A 60HZ 0° R1 500 V1 100Vpk 60HZ 0° L1 30mH C1 -100μF C2 250μ