3.10.[1] A cube is defined by 1 < x, y, z < 1.2. If D = 2x?y a, + 3x²y? a, C/m2:(a) apply Gauss's law to find the total flux leaving the closed surface of the cube; (b)aAs +evaluateaxəzat the center of the cube, (c) Estimate the total chargeдуenclosed within the cube by using Equation below.aD, aD:aDCharge enclosed in volume Av =axx volume Avaz

Given:-1<x,y,z<1.2D=2x2yax+3x2y2ay

3.10.[1] A cube is defined by 1 < x, y, z < 1.2. If D = 2x²y a, + 3x²y² a, C/m²: (a) apply Gauss's law to find the total flux leaving the closed surface of the cube; (b) evaluate ax + dAy + 3Az at the center of the cube, (c) Estimate the total charge ду az enclosed within the cube by using Equation below. aD, aD: Charge enclosed in volume Av x volume Av ax

3.10.[1] A cube is defined by 1 < x, y, z < 1.2. If D = 2x²y a, + 3x²y² a, C/m²: (a) apply Gauss's law to find the total flux leaving the closed surface of the cube; (b) evaluate ax + dAy + 3Az at the center of the cube, (c) Estimate the total charge ду az enclosed within the cube by using Equation below. aD, aD: Charge enclosed in volume Av x volume Av ax

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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