Assume a vector field E(p, ø, z)= 3 p sin(ø)a,+ 2 p²ag is given in free space; assume that z = 0y2Ly1X1X2Evaluate the line integral f, E• dl over the contour which is given in the figure, where #1=2; x2=6; Y1=2; Y2=6|(Enter only numeric values; you can use T = 3.14)identify and calculate fs(V x E) • dS(Enter only numeric values; you can use = 3.14 )

According to the question, for the given figure as shown below Eρ, φ, z=3ρ sinφ.aρ+2ρ2.aφ We need…

Assume a vector field E(p, ø, 2)= 3 p sin(ø)a,t 2 p²as is given in free space; assume that z = 0 y2 yi X1 X2 Evaluate the line integral f, E • dl over the contour which is given in the figure, where a1=2; #2=6; Y1=2; Y2=6 (Enter only numeric values; you can use n = 3.14) identify and calculate fe(V × E) • dS (Enter only numeric values; you can use ë =

Assume a vector field E(p, ø, 2)= 3 p sin(ø)a,t 2 p²as is given in free space; assume that z = 0 y2 yi X1 X2 Evaluate the line integral f, E • dl over the contour which is given in the figure, where a1=2; #2=6; Y1=2; Y2=6 (Enter only numeric values; you can use n = 3.14) identify and calculate fe(V × E) • dS (Enter only numeric values; you can use ë =

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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