Part AUse a A-to-Y transformation to find the voltages ₁ and ₂ in the circuit in the figure, if g = 36 V. (Figure 1)Enter your answers numerically separated by a comma.V₁, V₂=SubmitProvide FeedbackAΣ vec ^Request Answer?VFigure 11ΩwwwS15 02wwwνιξ 40 Ω10 ΩV₂50<1 of 1 >

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Answered: -to-Y transformation to find the…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Use the mesh-current method to find the steady-state expression for io(t) in the circuit in (Figure 1) if va=100cos50,000tV,vb=100sin(50,000t+180∘)V.Write the steady-state expression for io(t) as io(t)=Iocos(ωt+ϕ)A, where −180∘<ϕ≤180∘. Suppose that R = 60 Ω.
Where X = 5 and Y = 6. t1 = 0,5 and t2 = 0,6 Vo = 6. Knowing that t0 = 0s and that vC (t0) = −vo. 1) Find the mathematical expression for iR(t) on the interval t1<t<t2. Give your answer in amperes (A). Response format: I + JeHt. Where I and J are real numbers rounded to three decimal places. 2) Find the mathematical expression for vC(t) on the interval t≥ t2. Give your answer in volts (V). Answer format: K + LeMt. Where K, L, and M are real numbers rounded to three decimal places. 3) Find the mathematical expression for iR(t) on the interval t>t2. Give your answer in amperes (A). Response format: N + OeMt where N and O are real numbers rounded to three decimal places.
Write an expression for the output voltage vo(t) ofthe circuit shown if R1 = 1 k , R2 =2 k , R3 =47 k , v2(t)=(0.01 sin 3770t) V, andv1(t)=(0.04 sin 10000t)V. Write an expression forthe voltage appearing at the summing junction (v−).
Consider the system below. For this question, let C (s) = K, in this question K is a positive real number. a) Prove that if the root locus of the system is drawn, the points s1,2=−0.3214 ± 2.8951j will be on the curve. (Show it by doing mathematical calculation without drawing the curve.) b) Draw the root locus of the system. c) It is desired that the dominant (= near the imaginary axis) poles of the closed loop system be at the points s1,2= −0.3214 ± 2.8951j. What should K be for this? What can be said about the stability of the closed loop system for this K value? d) What are the unit step, ramp and parabolic reference tracking errors of the system for K in the option c?
Please read the questions as they are different from others I have asked before. Where X = 5 and Y = 6. t1 = 0,5 and t2 = 0,6 Vo = 6. Knowing that t0 = 0s and that vC (t0) = −vo. 1) Find the mathematical expression for iR(t) on the interval t1<t<t2. Give your answer in amperes (A). Response format: I + JeHt. Where I and J are real numbers rounded to three decimal places. 2) Find the mathematical expression for vC(t) on the interval t≥ t2. Give your answer in volts (V). Answer format: K + LeMt. Where K, L, and M are real numbers rounded to three decimal places. 3) Find the mathematical expression for iR(t) on the interval t>t2. Give your answer in amperes (A). Response format: N + OeMt where N and O are real numbers rounded to three decimal places.
1- A tank contains 2.0 kg of Water at a temperature 120°C and volume 0.2 m3 . Find: phase, pressure and quality of water. 2- Determine the specific volume for R-410a at 100°C, 3.0 MPa using the following models: a) The R-134a tables, b) Ideal Gas, c) Generalized Compressibility Chart
L1 = 12mH, L2 = 18mH, L3 = 10mH. R1 = 12kΩ, R2 = 20kΩ, R3 = 30kΩ, R4 = 8kΩ, R5 = 5kΩ, R6 = 12kΩ. The circuit is in dc steady state. Assume that circuit analysis has revealed that I1 = 0.5mA. Determine I2. Enter your answer in mA rounded to two decimal places. If the sign is negative, please be sure to include the negative sign.
Please, help with this problem. Do not give me an AI generated solution. I need an expert to help by explaining this problem step by step. The answers are provided: Yin1 = 20 + j15 mS Yin2 = -j10 mS Yin3 = 6.408 + j5.189 mS If the shorted section were open, Yin1 = 20 + j15 mS Yin2 = j10 mS Yin3 = 2.461 + j5.691 mS
Solve the sources of the circuit using mesh analysis. Complete the table given. Note: If there are no coefficients for a particular parameter, input zero. Round off only the final answer to five decimal places if possible. @mesh 1: Z11I1 + Z12I2 +Z13I3 + Z14I4 = Source1 @mesh 2: Z21I1 + Z22I2 + Z23I3 + Z24I4 = Source2 @mesh 3: Z31I1 + Z32I2 + Z33I3 + Z34I4 = Source3 @mesh 4: Z41I1 + Z42I2 + Z43I3 + Z44I4 = Source4
For the value of G(s)=2.46s(s+17.13) and Kp=100 in the system shown in the figure; Calculate the Kv value that will make the system critically damped. Enter the obtained Kv value.
Solve for the source 1 and 2. Complete the table given by using mesh analysis. Note: If there are no coefficients for a particular parameter, input zero. Round off only in the final answer and eound it off to five decimal places if possible. @mesh 1: Z11I1 + Z12I2 = Source1 @mesh 2: Z21I1 + Z22I2 = Source2
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-to-Y transformation to find the voltages vy and vy in the circuit in the figure, if u = 36 V . (Figure 1) ur answers numerically separated by a comma. ack G| ΑΣΦ It vec Request Answer ? V Figure 1 1Ω 15 Ω www vΣ 40 Ω 10 Ω www v 50 Ω < 1011