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13 Nov 2019
Please help with these three questions. Thank you!
(6) Represent the volume of the solid region E bounded below by the plane z 0, above bythe sphere r2 + y2 +22 = 36, and in the sides by the cylinder 2 +y2 = 4 as a triple integral in cylindrical coordinate and evaluate. (7) Find the volume of the portion of the solid sphere Ï 4 that lies between the cones (8) Find the ma s of the solid region bounded above by the parabolic surfaces 16 2r2 2r2 and-2/ +Zyz if the density of the solid is 6(z, y, z)-vF
Please help with these three questions. Thank you!
(6) Represent the volume of the solid region E bounded below by the plane z 0, above bythe sphere r2 + y2 +22 = 36, and in the sides by the cylinder 2 +y2 = 4 as a triple integral in cylindrical coordinate and evaluate. (7) Find the volume of the portion of the solid sphere Ï 4 that lies between the cones (8) Find the ma s of the solid region bounded above by the parabolic surfaces 16 2r2 2r2 and-2/ +Zyz if the density of the solid is 6(z, y, z)-vF
Elin HesselLv2
19 Apr 2019