Use Superposition to find the current through resistor R1, given that E = 6.0 V. I-SRC = 6.2 mA, R1 = 33 kOhm, R2 = 5.6 KOhm.
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- Some electrical circuit assemblies have resistor associations that are neither in series nor in parallel. For this reason, it is necessary to replace parts of these circuits by equivalent associations, such as those of delta and star shape. Therefore, use this replacement technique on the circuit shown below and determine the resistance between terminals A and B. Consider: R1 = 6 Ω. ; R2 = 4 Ω. R3 = 4 Ω. answer: RAB = 5 Ω.For the circuit shown in the figure above, what is the equivalent resistance Req as seen from the a-b terminals? Assume R1 = 83 , R2 = 55 , and R3 = 91Finding the direction of the currents. Finding currents given that R2: 10.94 x 10^2 ohmR3: 9.89 x 10^2 ohmR4: 25 ohm Terminal Potential: Battery 1: 5 V using Kirchoff's laws. You will check some of the laws that govern electrical circuitsDirect current: conservation of current in a node, addition of potentialsfor series components, addition of currents for parallel components
- Differentiate between Kirchhoff's Voltage Law and Kirchhoff's Current Law. Support you answer by appropriate example. Debate that how these laws are supportive to solve complex circuits.Please give the step-by-step solution. Please complete the drawing for source transformation. Calculate vo in the circuit below. Simplify the circuit using Source Transformation until you can determine vo using voltage division, current division, or by applying KVL or KCL.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?
- how can i get the current of r1, r2, and r3 using kirchoff's law 0v=0v? the power source in the middle junction has reversed terminals. thanks.A circuit contains six elements and four nodes, numbered 1, 2, 3, and 4. Each element of the circuit is connected between a different pair of nodes. The voltage v12 (+ the reference at the first named node) is equal to 12 V, and v34 = -8 V. Provide v13, v23 and v24 if v14 is equal to: (a) 0; (b) 6V; (c) –6 V.Solve for the Currents and Voltages at 0.5-Ohms, 2.5-Ohms and 6-Ohms resistors using THEVENIN'S THEOREM Note: DO NOT ROUND OFFUNTIL THE FINAL ANSWER IS OBTAINED. THANKYOU!!