State Stokes' Theorem $\int _ { C } \vec { F } \cdot \vec { d r } = \int _ { S } \operatorname { curl } \vec { F } \cdot \vec { d A }$

question 46

Multiple Choice

State Stokes' Theorem.

• A)If S is a smooth oriented surface with smooth, oriented boundary C, then \(\int _ { C } \vec { F } \cdot \vec { d r } = \int _ { S } \operatorname { curl } \vec { F } \cdot \vec { d A }\)
• B)If S is a smooth oriented surface with piecewise smooth, oriented boundary C, then \(\int _ { S } \vec { F } \cdot \vec { d r } = \int _ { C } \operatorname { curl } \vec { F } \cdot \vec { d A }\)
• C)If S is a smooth oriented surface with piecewise smooth, oriented boundary C, then \(\int _ { C } \vec { F } \cdot \vec { d r } = \int _ { S } \operatorname { cur } \vec { F } d V\)
• D)If S is a smooth oriented surface with piecewise smooth, oriented boundary C, and if \(\vec { F }\) is a smooth vector field on an open region containing S and C, then
• \(\int _ { C } \vec { F } \cdot \vec{ d r } = \int _ { S } \operatorname { curl } \vec { F } \cdot \vec { d A }\)
• E)If S is a smooth oriented surface with piecewise smooth, oriented boundary C, then \(\int _ { C } { \vec { F } } \cdot \vec { d r } = \int _ { S } d i v { \vec { F } } d V\)

Describe the relationship between government fiscal policies and economic output.

Understand the definition and characteristics of progressive, regressive, and proportional taxes.

Identify and describe the primary sources of federal revenue.

Differentiate between government purchases and transfer payments.

---

Definitions:

RADIUS

Remote Authentication Dial-In User Service, a networking protocol that provides centralized Authentication, Authorization, and Accounting management for users to connect and use a network service.

TACACS

Terminal Access Controller Access-Control System, a security protocol that provides centralized validation of users attempting to gain access to a network.

Antivirus Software

Software that protects the operating system and applications from malware.

Virtualization

The process of creating a virtual rather than actual version of something, including but not limited to a virtual computer system.