1) Using the CURRENT-DIVISION principle, find i1, i2, i3, and i4 in the circuit below: iz i4 i1 1.5 Q 6 A 3Ω 3Ω 20
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- 3. Consider the circuit diagram below. Solve for the mesh currents I1, I2, and 13 and the voltage at node a using mesh analysis. Show your work and use Matlab to solve the system of equations that you generate. Be sure to include the commands you used in Matlab as part of your analysis. You must also use CircuitJS to verify your result. Attach an exported image of your circuit from CircuitJS with the current and voltage "shown" (colors are shown on the diagram). R3 1 ΚΩ www 11 R₂₁ 4 ΚΩ www a R₂ 2 ΚΩ R₂₁ 1 ΚΩ www 12 E 100 V 13 R5 5 ΚΩ1- Find the Thevenin voltage (Vth) and Thevenin resistance (Rth) according to the a-b ends of the circuit in the figure.Use superposition to compute for the DC voltage levels for node B, C, and D. The dependent current source is equal to I1=hfeIb, hfe=177. What is the dc current Ib using superposition when 15V is turned on? when the 0.7V is turned on?
- 3. Consider the circuit diagram below. Solve for the mesh currents I1, I2, and I3 and the voltage at node b using mesh analysis. Show your work and use Matlab to solve the system of equations that you generate. Be sure to include the commands you used in Matlab as part of your analysis. You must also use CircuitJS to verify your result. Attach an exported image of your circuit from CircuitJS with the current and voltage "shown" (colors are shown on the diagram) and an active hyperlink to your circuit (export as link). R1 5 kN ww R2 6 kN R3 6 kN a ww R4 1 kN R5 2 kN Es I2 I3 120 V d. ww wwRead the instructions carefully and show your solutions Using a constant-voltage-drop model , design a circuit for the function shown in the figure below. VD = 0.7 V Vs vo 10 V 2.7 V Vs DESIGN vo -10 V -17.3 VDetermine r2 using product/sum rule. RT=40 ohms R1=200 ohms R2=? Solve using this equation "RT=(R1 X R2)/(R1+R2)" Also its a parallel circuit
- 1.) For the circuit below, the delta and the wye are connected at nodes a, b, and c. Convert the 3 delta resistors to a wye and simplify both wyes to a single wye. Now, with the new single simplified wye in the circuit solve for the following three values: v(N)= i(R6)= v(Rs)= i(R6) - R-2 N R4-1 0 R7-0.6 N R3=0.5 0 R-4.50 a v(R5) + Rp=4.5 N V=2V R3-30 Ra-4.5 2 Vz=2V C.the follow up question wasnt answered properly the question wasnt about the superposition theorm it was about ic1=5<60 /.... and ic2=4+j4 .... can you please explain how you got both formulas in detail? thank you.Determine the Thevenin's equivalent circuit across points A and B by disconnecting the 25-ohm resistor. Find the current through the 25-ohm resistor. R1 RS Sohm 25ohm R3 V2 V1 75ohm SOV 30V R2 10ohm O VTH - 2125 V. RTH 941 ohms, IL- G489 A O VTH - 41.25 V RTH - 9 375 ohms, IL - 0.489 A O VTH = 35 V RTH12.5 ohms, IL-0.9333 A VTH 4125 V RTH 9:375 ohms. L-0427 A VTH4125 V RTH H 641 ohms IL=0489 A B.
- Problem #3: Use voltage division in Figure below to obtain an expression for V1 in terms of R, RL, and Vs. R -> Vs R RLEVLConsider 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 40VShown in the figure below is an electrical circuit containing three resistors and two batteries. I₁ 0= 4 + L . ww R3 R₂ ww 1₂ R₁ ww Write down the Kirchhoff Junction equation and solve it for I, in terms of I₂ and I3. Write the result here: 1₁ = 12-13 R₂=552 R₂ = 132 13 Write down the Kirchhoff Loop equation for a loop that starts at the lower left corner and follows the perimeter of the circuit diagram clockwise. - IzR3 − LR₁ + 14 + 10 Write down the Kirchhoff Loop equation for a loop that starts at the lower left corner and touches the components 4V, R₂, and R₁. 0 = 4-1₂R₂-11R₁ The resistors in the circuit have the following values: R₁ = 12 Solve for all the following (some answers may be negative): I₁ = 27.78 X Amperes 1₂ = 28.84 X Amperes 13 = 1.060 X Amperes NOTE: For the equations, put in resistances and currents SYMBOLICALLY using variables like R₁,R₂,R3 and 11,12,13. Use numerical values of 10 and 4 for the voltages.