Mathematics · Vector Calculus
Gauss's Divergence Theorem states that if &vec;f is a continuously differentiable vector point function in a region V enclosed by a closed surface S, then the surface integral &iint;S &vec;f · d&vec;S is equal to:
- 1∫V (∇ × &vec;f) dV
- 2&iint;S (∇ · &vec;f) dS
- 3∫V (∇ · &vec;f) dV✓
- 4&iint;S (∇ × &vec;f) dS
Correct answer
∫V (∇ · &vec;f) dV
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