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    Calculus Study Set 1
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    Exam 18: Fundamental Theorems of Vector Analysis
  5. Question
    Let and C Be the Closed Curve Defined by the Parametric
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Let and C Be the Closed Curve Defined by the Parametric

Question 66

Question 66

Essay

Let Let   and c be the closed curve defined by the parametric equations   . Compute the line integral   in two ways (with c oriented in the positive direction): a) direct computation b) using Stokes' Theorem and c be the closed curve defined by the parametric equations Let   and c be the closed curve defined by the parametric equations   . Compute the line integral   in two ways (with c oriented in the positive direction): a) direct computation b) using Stokes' Theorem .
Compute the line integral Let   and c be the closed curve defined by the parametric equations   . Compute the line integral   in two ways (with c oriented in the positive direction): a) direct computation b) using Stokes' Theorem in two ways (with c oriented in the positive direction):
a) direct computation
b) using Stokes' Theorem

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