- #1
ElDavidas
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Again, I'm stuck on a question:
"Let C be the region in space given by [itex] 0 \leq x,y,z \leq 1 [/itex] and let [itex]\partial C [/itex] be the boundary of C oriented by the outward pointing unit normal. Suppose that v is the vector field given by
[tex] v = (y^3 -2xy, y^2+3y+2zy, z-z^2) [/tex].
Evaluate [tex]\int_{\partial C} v . dA[/tex]
Stating clearly any result used"
Thanks in advance
"Let C be the region in space given by [itex] 0 \leq x,y,z \leq 1 [/itex] and let [itex]\partial C [/itex] be the boundary of C oriented by the outward pointing unit normal. Suppose that v is the vector field given by
[tex] v = (y^3 -2xy, y^2+3y+2zy, z-z^2) [/tex].
Evaluate [tex]\int_{\partial C} v . dA[/tex]
Stating clearly any result used"
Thanks in advance
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