Chapter 14: Q. 31 (page 1141)
- , where is the intersection of the surface and the cylinder and where
Short Answer
As a result, the required integral is .
Chapter 14: Q. 31 (page 1141)
- , where is the intersection of the surface and the cylinder and where
As a result, the required integral is .
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Get started for freeSuppose that an electric field is given by
Compute the flux of the field through the unit cube .
Find
Where S is the portion of the sphere with radius 2, centered at the origin, and that lies below the plane with equation , with n pointing outwards.
Integrate the given function over the accompanying surface in Exercises 27–34.
, where Sis the portion of the plane with equation whose preimage in the xz plane is the region bounded by the coordinate axes and the lines with equations z = 4 and x = z.
Find the areas of the given surfaces in Exercises 21–26.
S is the lower branch of the hyperboloid of two sheets that lies below the annulus determined by in the xy plane.
What is the difference between the graphs of
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