1. In diagrams a) through d) show how much of the 100 MW flows in each path. 100 MW 100 100 MW a) 100 100MW 100 MW b) 100 ΤΟ Ω 100MW c) 100 MW 20 Ω 100 100 MW 200 100 MW d) 200 HINT: XL XL/2 XL
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- Consider the circuit below, with R = 4Ω, C1 = 0.02F, L1 = 1H and L2=2H, calculate the mesh currents I1 and I2. Select the correct answer below with the angles in degrees.Find the current IA, IB, IC, ID and IE in Figure 1b below using Mesh analysis.In the circuit below, Solve the indicated currents using the following laws & Theorems: Ia - Usie Thevenin’s Theorem Ib – Use Source Transformation Ic – Use Norton’s Theorem Id - Superposition
- USING SUPERPOSITION TO DETERMINE V _(1) AND V _(2)(NEED NEAT HANDWRITTEN SOLUTION ONLY OTHERWISE DOWNVOTE)Calculate the currents I1, I2, I3 if a source of voltage of 10 V is applied. Calculate the total input current It using Kirchhoff’s current law. Please show complete solutionIn the circuit below, calculate the value of the current I using the loop currents method, since I = I1 + I2.
- 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.Using ∆-Y / Y-∆ transformation, calculate total resistance.As you solve the circuit, present the new configurations and the full answer. To four decimal places, round your answers.Using the superposition principle, please find the equation describing the output voltage in the system as in the picture kvR → ∞, vR → 0. Draw your equation using the Math tool, with superscript and subscript. Parallel resistances should be written as Rx | Ry.. Single line text.