Chapter 14: Q. 8 (page 1119)
Compute dS for your parametrization in Exercise 7.
Short Answer
a
Chapter 14: Q. 8 (page 1119)
Compute dS for your parametrization in Exercise 7.
a
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, where Sis the surface given by for and.
S is the portion of the saddle surface determined by z = x2 − y2 that lies above and/or below the annulus in the xy-plane determined by the circles with radii
and centered at the origin.
Evaluate the integrals in Exercises 43–46 directly or using Green’s Theorem.
, where R is the unit disk.Compute a general formula for dS for any plane
Consider the vector field . Find a vector field with the property that, for all points in role="math" localid="1650383268941" .
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