Let v = (a" z, 5 - 4xyz, az?) be the velocity ield of a fluid. Compute the flux of across the surface 9x + 16z = (y – 12) where 0 < y < 12 and the surface is oriented away from the origin. tions Hint: Use the Divergence Theorem. 0. Add Work Submit Question

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Chapter2: Second-order Linear Odes
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Let v = (xz, 5 – 4xyz, xz2) be the velocity ield of a fluid. Compute the flux of v across the surface
tions
9x2 + 16z2 = (y – 12) where 0 < y < 12 and the surface is oriented away from the origin.
Hint: Use the Divergence Theorem.
Add Work
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Transcribed Image Text:Let v = (xz, 5 – 4xyz, xz2) be the velocity ield of a fluid. Compute the flux of v across the surface tions 9x2 + 16z2 = (y – 12) where 0 < y < 12 and the surface is oriented away from the origin. Hint: Use the Divergence Theorem. Add Work Submit Question
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