- #1
Phymath
- 184
- 0
ok this probley seems simple but i just need to see how to do it, ok well how do u evaluate this...
find the flux of
the vector field...
[tex]\vec{F}=<x,y,z>[/tex]
throught this surface above the xy-plane..
[tex]z = 4-x^2-y^2[/tex]
how do u evaluate this with surface integrals method and the divergence therom
[tex]dS = \sqrt{f_{x}^2+f_{y}^2+1}dA[/tex] for surface inergrals
thanks very much to anyone who can show me this step by step, i keep getting the wrong answer and i don't know why...
find the flux of
the vector field...
[tex]\vec{F}=<x,y,z>[/tex]
throught this surface above the xy-plane..
[tex]z = 4-x^2-y^2[/tex]
how do u evaluate this with surface integrals method and the divergence therom
[tex]dS = \sqrt{f_{x}^2+f_{y}^2+1}dA[/tex] for surface inergrals
thanks very much to anyone who can show me this step by step, i keep getting the wrong answer and i don't know why...
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