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The volume, V, between the paraboloids Z = 12-3x - 3y and Z = 3x + 3y. can be written in the form V

The volume, V, between the paraboloids Z = 12-3x - 3y and Z = 3x + 3y. can be written in the form V = , for some positive, integer A. What is the constant A? Hint: Find the intersection of the two paraboloids and carry out an integration using cyclindrical polar coordinates. A =

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