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Let W1 be the spherical region given by a +y + 2 < 1. Let W2 be the henisphere given by Dehine I= Jwi sin()dV J Sw, cos(d)dV K = Jwa(z - z)dV %3D L= Jwa(-22)dV

Let W1 be the spherical region given by a +y + 2 < 1. Let W2 be the henisphere given by Dehine I= Jwi sin()dV J Sw, cos(d)dV K = Jwa(z - z)dV %3D L= Jwa(-22)dV

Advanced Engineering Mathematics
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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Let W1 be the spherical region given by z +y + 2 < 1. Let W2 be the henisphere given by Define I= fw sin()dV J Swi cos(d)dV K = Jwa(=? - 2)dV %3D L= fwz(-z2)dV Choose all correct options. aJ+ Lis not negative. I+J> K +L EI+Lis not negative. BI+J+K+L>I+J J+Kis egative BL+K+J=L+ J+{
Transcribed Image Text:Let W1 be the spherical region given by z +y + 2 < 1. Let W2 be the henisphere given by Define I= fw sin()dV J Swi cos(d)dV K = Jwa(=? - 2)dV %3D L= fwz(-z2)dV Choose all correct options. aJ+ Lis not negative. I+J> K +L EI+Lis not negative. BI+J+K+L>I+J J+Kis egative BL+K+J=L+ J+{
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