Find the flux of F=(x, y, z) across the solid that is enclosed by the hemi = 0. Assume an outward or positive orientation. Ou may compute this by computing [FdS other words, compute just one side of the equation fF.dS=fff div(F)di F-dS across the surfaces OR by using

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
Problem 18T
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Q9, Write on paper only! Give EXACT answers and no decimals.
9. Find the flux of F=(x, y, z) across the solid that is enclosed by the hemisphere z =
z=0. Assume an outward or positive orientation.
√1-x² - y² and the plane
You may compute this by computing
In other words, compute just one side of the equation ſƒ F•dS = ſſf div(F)dV
FdS across the surfaces OR by using the Divergence Theorem div(F)dV
Transcribed Image Text:9. Find the flux of F=(x, y, z) across the solid that is enclosed by the hemisphere z = z=0. Assume an outward or positive orientation. √1-x² - y² and the plane You may compute this by computing In other words, compute just one side of the equation ſƒ F•dS = ſſf div(F)dV FdS across the surfaces OR by using the Divergence Theorem div(F)dV
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Q9 please write this on paper I cant underestand like this 

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