Chapter 14: Q. 13 (page 1119)
Compute n for the surface S in Exercise 12.
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Chapter 14: Q. 13 (page 1119)
Compute n for the surface S in Exercise 12.
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Find the masses of the lamina:
The lamina occupies the region of the hyperboloid with equation that lies above and/or below the disk of radius 5 about the origin in the XY-plane, and the density function, 蟻(x, y,z), is proportional to the distance from the origin.
Compute dS for your parametrization in Exercise 7.
Find the integral of on the portion of the unit sphere that lies in the first octant, above the rectangle in the XY-plane.
Given an integral of the form , what considerations would lead you to evaluate the integral with Stokes鈥 Theorem?
Give a smooth parametrization of the upper half of the unit sphere in terms of x and y.
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