Use the superposition technique to find Vo in the circuit shown. 6ΚΩ ww 1000 Ix 1 ΚΩ www 3 V 2 ΚΩ 1 mA 2 ΚΩ 14 ww Vo
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- Solve the following circuit for missing current and voltageConsider the following R-2R ladder DAC. For a binary input 1011, the value of the output voltage is: Do D₁ +5.0 V +5.0 V R₂ 30 km2 25 km2 | R₁ R₂ R₂ R₂₁ > 50 kΩ Σ 50 ΕΩΣ 50 ΕΩΣ 50 ΕΩ R₂ R6 R₂ 3.43 V 3.125 V -3.43 V -0.937 V D₂ OV m 25 k D3 +5.0 V m 25 kn R,= 50 kQ2 Buffer VoutWhat is the function of the following circuit? Give your answer in minimized Sum of Products (SOP) form. (see attached). Please explain steps of how the table was formed.
- R148 R149 R150 If R148 is 18 Ohms, R149 is 13 Ohms, R150 is 25 Ohms, and there is 4 Amps flowing through R150, what is the current through R148? Please show 3 decimal places and don't include units in your answer (i.e. don't include A in your answer).B7Consider the circuit diagram below. Solve for the voltage at node b and the current through R5 using node analysis. You can use CircuitJS to verify your result, but you are not required to. R2 2 ΚΩ R1 1 ΚΩ IS1 50 mA R3 5 ΚΩ R4 4 ΚΩ b R5 1 ΚΩ J E1 40V
- 4. Consider the circuit shown below. By how much does current I, change when the switch k is changed from open as shown to closed? 14.0 V 8.80 V d k 12 7.00 N b 2.00 N 8.00 N3 R1 i, R2 The circuit shown in Figure 1 has two inputs, vs and is, and one output io. The output is related to the inputs by the equation 'io = a is + b vs' Given the following two facts: 1. The output is io = 0.45 A when the inputs are is = 0.25 A and vs = 10 V. 2. The output is io = 0.40 A when the inputs are is = 0.50 A and vs = 0 V. %3D Determine the values of the resistances R1 and R2I need the answer as soon as possible
- Give the state diagram for the circuit.Represent the electrical network shown in figure in state space where Output is Vo(t), Input is vi(t) and State variables are the following below: Xi = V1 X2 = 14 X3 = Vo R2 = 1 Ohm V, R, = 1 Ohm = 1 Ohm V2 V, C, = 1F L = 1H C2 = 1 F V,Find i1, i2, and i3 in the diagram given. Write a KCL at node A, B, and C.

