When calculating n how is the value -j +k? I did it and i'm always getting -j +0k which is only -j and that affects the whole process and gets me the wrong answer if possible can someone explain what he did in that step and the steps after it? curl Ê = Sleuri ē )·ñ ds%3DΣThe normal of the planeて=+5where9 = 2-y-5?.0 + 3 (+) +-J +u%3DProjectingxy- plane (z=0)the plane ánds =dy cn2 dy cn.The projecting region *SS eurl ē . n dsSS !-2y A dy derニR= SS (-24) dy chmR is polar fomx = r Cso, y =bing,dy dn= petrede0:07 2n24Flun. of Curl Ēndrdoの= [r.)Auswor : TT Vecter ficld F = ( nCurlE)on= ? (0) -3 (0) +& (1-2y)(-2y) a%3D

This is the problem from vector calculus.

When calculating n how is the value -j +k? I did it and i'm always getting -j +0k which is only -j and that affects the whole process and gets me the wrong answer if possible can someone explain what he did in that step and the steps after it?

When calculating n how is the value -j +k? I did it and i'm always getting -j +0k which is only -j and that affects the whole process and gets me the wrong answer if possible can someone explain what he did in that step and the steps after it?

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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