State the Divergence Theorem $\int _ { S } \vec { H } \cdot \vec { d A } = \int _ { W } { div } { \vec { F} } d V$

question 16

Multiple Choice

State the Divergence Theorem.

• A)If W is a solid region whose boundary S is a piecewise smooth surface, then \(\int _ { S } \vec { H } \cdot \vec { d A } = \int _ { W } { div } { \vec { F} } d V\)
• B)If W is a solid region whose boundary S is a smooth surface oriented outward, then \(\int _ { S } \vec { H } \cdot \vec { d A } = \int _ { W } { div } { \vec { F} } d V\)
• C)If W is a solid region whose boundary S is a piecewise smooth surface oriented outward, and if \(\vec { F }\) is a smooth vector field on an open region containing W and S, then
• \(\int_{S} \vec{F} \cdot \overrightarrow{d A}=\int_{W} \operatorname{div} \vec{F} d V\)
• D)If W is a solid region whose boundary S is a piecewise smooth surface oriented outward, then \(\int _ { S } \vec { F } \cdot \vec { d A } = \int _ { W } { div } \vec { F } \cdot \overrightarrow { d \bar { V } }\)
• E)If S is a solid region whose boundary W is a piecewise smooth surface oriented outward, then \(\int _ { S } \vec { F } \cdot \vec { d A } = \int _ { W } { div } \vec { F } { d { V } }\)

Differentiate between crimes involving false representation or falsification with intent to defraud.

Grasp the legal concepts surrounding the lack of motive in criminal convictions and corporate criminal liability.

Analyze the legal ramifications of crimes involving coercion, such as blackmail or extortion.

Understand the legal standards and challenges in proving crimes that involve indirect harm or lack of direct action.

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