Please answer correctly. Thank you ### Circuit Analysis: Mesh Current Method for Mesh D#### Diagram Description:The image features a circuit diagram consisting of four meshes, labeled \( I_A \), \( I_B \), \( I_C \), and \( I_D \). This circuit includes resistors with complex impedances and a voltage source. The components are labeled as follows:- A resistor with impedance \( 1 - j1 \, \Omega \).- Two resistors with impedance \( 2 + j2 \, \Omega \).- A resistor with impedance \( j2 \, \Omega \).- A voltage source of \( 10 \angle 90^\circ \, V \).Each mesh is indicated by arrows showing the direction of current flow.#### Question:For the circuit shown, what is the Mesh Current Method equation for mesh \( D \)?#### Possible Answers:1. \( (-j2)I_D + (2 + j2)(I_D - I_A) + (2)(I_D - I_C) = 0 \)2. \( (-j2)I_D - (2 + j2)(I_D - I_A) - (2)(I_D - I_C) = 0 \)3. \( (-j2)I_D - (2 + j2)(I_D - I_C) - (2)(I_D - I_A) = 0 \)4. \( (-j2)I_D + (2 + j2)(I_D - I_C) + (2)(I_D - I_A) = 0 \)In this exercise, students must apply the mesh current method to solve for the equation corresponding to mesh \( D \). Each answer option represents a potential equation that accounts for the complex impedances and interactions between mesh currents.

For the circult shown, what is the Mesh Current Method equation for mesh D? j2n 20 2+20 1-jn Ic 10490° V 2+j2 N -j20 O (-j2)ID + (2 + j2)(Ip – IA) + (2)(Ip – Ic) = 0 O (-j2)Ip – (2 + j2)(Ip – Ia) – (2)(Ip – Ic) = 0 O (-j2)Ip – (2 + j2)(Ip – Ic) – (2)(Ip – Ia) = 0 O (-j2)ID + (2 + j2)(Ip – Ic) + (2)(Ip – IA) = 0

For the circult shown, what is the Mesh Current Method equation for mesh D? j2n 20 2+20 1-jn Ic 10490° V 2+j2 N -j20 O (-j2)ID + (2 + j2)(Ip – IA) + (2)(Ip – Ic) = 0 O (-j2)Ip – (2 + j2)(Ip – Ia) – (2)(Ip – Ic) = 0 O (-j2)Ip – (2 + j2)(Ip – Ic) – (2)(Ip – Ia) = 0 O (-j2)ID + (2 + j2)(Ip – Ic) + (2)(Ip – IA) = 0

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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