QUESTION 4 R1 = 2.6 k92 R2 = 1.8 k22 + + 12 V Ge 10 V For the circuit above, find the current through the Ge diode
2.23 (A)* Find v in the circuit given in Figure P2.23. 5 k92 i= 10 mA (1) 2 kN § 13 k22 3 v FIGURE P2.23 Circuit for Problem 2.23.
15,000 in 5 kΩ 25 k22 a + + 40 V 310k 2 25 k92 Voc w - Express your answer with the appropriate units. View Available Hint(s) μΑ ? Voc = Value Units Submit 15,000 in 5 k2 25 k22 a + w 40 V 10k 22 25 kΩ Express your answer with the appropriate units. View Available Hint(s) μΑ ? isc Value Units Submit Part C Complete previous part(s) Part D Complete previous part(s) Part E Complete previous...
8. A voltmeter with an internal resistance of 100 k22 is used to measure the voltage VAB in the circuit below. What is the voltmeter reading? (Ans: 120 V) AAAA V V V V t A AAAA V V V V 15 k92 12 kg 36 V 18 mA 60 ko V V V V AAAA VAB B Fig. 8
Problem 2 4.7 k22 #/ Find the output voltage of the op amp in the circuit at right. For the NMOS, VIn = 1 V and Kn = 0.5 mA/V2. The op amp is ideal. + Suggestion: As always, write down what you know and follow the rules. It's not that hard. 1 k92 Vs = -5 V vo
Calculate the power absorbed by each element in the circuit in Fig. P1.32. 12 V 12 V 2 A 4 V 2 3 2 A 6 A 1,-2A
For the circuit shown in Fig. 10-12, calculate the current supplied by the voltage source and the voltage across the current source. V, 500 2.8345° A 1 3:25 n 100/0° v Fig. 10-12
10 V 10 V R1 Uo R2 Fig.1 CS Amplifier (2) 12 pts] Consider the circuit for a CS amplifier shown in Fig.1 above. This time around, let λ-0.05 V-1 and kn-0.1 mA/V". Also, VDD-10 V and RD-5 kf2. Given that the output resistance of the amplifier (seen looking to the left of the output coupling capacitor) should be no less than 80% of RD, what is the maximun value of gm that can be achieved? Compute the associated values...
Find VN, in the op amp circuit given below. 10 pF 60 k92 60 k92 + + v;(t) 20 pF volt) T(s) = V Ns = 1/[(7.2 x 10–13,52 + (2.4 x 10-6)s + 1] T(s) = VNV5 = 1/[(6.2 x 10–12)s2 + (1.0 x 10-6)s + 1] T(s) = V Ns = 1/[(6.2 x 10-12,52 – (1.0 x 10-6)s + 1] O t(s) = VNV5 = 1/[(7.2 x 10-13,52 – 12.4 x 10-6)s – 1]
1. Calculate the RC time constant of the circuit in Fig. 1 using equation (1) 2. Derive expressions of Vout(t) for circuits in Figs. 1 and 2 3. Sketch your derived results for Vout(t), clearly labeling your initial voltages and time constants 10 k22 M + + Vin 0.1 uf Vout Fig. 1. RC circuit 0.1 uf + + Vin 10 k2 Vout Fig. 2. RC circuit.