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# (20 points) Let S be the hemisphere m2 + y2 + 22 = 1, 5r: 2 0, oriented so that the normal vector always points away from the origin. Let F(m, y, z)...

I need to prep for my exam, please I need some help. Thank you,

10. (20 points) Let S be the hemisphere m2 + y2 + 22 = 1, 5r: 2 0, oriented so that the normal vector always points away
from the origin. Let F(m, y, z) = —yi + 3mj + emyk. (a) Find curl F. (b) Give a parametrization for the boundary (7 of the surface S.

a) curl F = &lt;xe^xy ,-ye^xy, 4&gt; b)... View the full answer

• could i get the explanation?
• jhkwak0614
• May 05, 2018 at 3:57pm
• or how the solution came out?
• jhkwak0614
• May 05, 2018 at 3:57pm

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