   Chapter 16, Problem 14RCC

Chapter
Section
Textbook Problem

State Stokes’ Theorem.

To determine

To state: The Stokes’ theorem.

Explanation

Consider a positively oriented curve C which is piece-wise smooth, simple closed curve in plane with domain D and a vector field F with components that have continuous partial derivatives. Then the line integral of vector field F over the curve C according to Stokes’ theorem is as follows,

CFdr=ScurlFdS

Here,

S is surface

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