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Answer to Question #218848 in Calculus for Nkululeko
Question #218848
Let D be the region in R^3 that lies inside the cone z=sqr(x^2+y^2) above the plane z=1 and below the hemisphere z=sqr(4-x^2-y^2). (a) sketch the region D in R^3. (b) express the volume of D as a sum of triple integrals, using cylindrical coordinates.
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