For vector A = < x²yz, xy²z, xyz² >, calculate the surface integral (f, A · ds)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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For vector A = < x²yz,xy²z, xyz? >, caleulate the surface integral (f, A · ds) over a
bounded cylinder with height 'h', radius 'r’. The cylinder is centered in the origin and along
the z-axis, and the circular sides (top and bottom) are centered by the z-axis.-
*Do not use divergence theorem gA · ds=S V · A dvk
Transcribed Image Text:For vector A = < x²yz,xy²z, xyz? >, caleulate the surface integral (f, A · ds) over a bounded cylinder with height 'h', radius 'r’. The cylinder is centered in the origin and along the z-axis, and the circular sides (top and bottom) are centered by the z-axis.- *Do not use divergence theorem gA · ds=S V · A dvk
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