If (vec{V}=(3 x+2 y) mathbf{i}+4(x+y+2 z) mathbf{j}+(x-3 z) mathbf{k}) please: a. Compute the curl of (mathbf{V}) and
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If \(\vec{V}=(3 x+2 y) \mathbf{i}+4(x+y+2 z) \mathbf{j}+(x-3 z) \mathbf{k}\) please:
a. Compute the curl of \(\mathbf{V}\) and explain what the curl signifies physically.
b. Compute the divergence of \(\mathbf{V}\) and explain what the divergence signifies physically.
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Related Book For 
Fundamentals Of Aerodynamics ISE
ISBN: 9781266076442
7th Edition
Authors: John D. Anderson, Jr, Christopher P Cadou
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