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Given A = x x^2 + y y^2 + z z^2: (a) Integrate A middot ds over the surface of the cube of side 1 with four of its vertices al (0.0.0), (0.0.1). (0, 1.0). and (1, 0, 0) (b) Integrate V middot A over the volume of the cube in (a) and show that the two results are the same.
Given A = x x^2 + y y^2 + z z^2: (a) Integrate A middot ds over the surface of the cube of side 1 with four of its vertices al (0.0.0), (0.0.1). (0, 1.0). and (1, 0, 0) (b) Integrate V middot A over the volume of the cube in (a) and show that the two results are the same.
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Elin HesselLv2
8 May 2019
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