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Evaluate the surface integral: \[\iint _{ S }^{ }{ \vec { F } \cdot \vec { dS } }\] Vector field: \[\vec { F } =\] Surface 'S': Tetrahedon \[ (0,0,0),(3,0,0),(0,3,0),(0,0,3)\] How do I do this? Do I need to evaluate each of the four surfaces separately and add them together?

Mathematics
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i believe so yes. my multi-variable calculus is a little rusty, but i believe your method is correct. do you want me to show you?
use one of the theorems..............

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