D is bounded by the plane z = 2y and by y = 4 - x....

   

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D is bounded by the plane z = 2y and by y = 4 - x. Evaluate the triple integral with the order dz dy dx. 2y %3D 81 6. -2 21 3. -1 y = 4 – x? 2 X. In Exercises 9- 16, a domain D is described by its bounding surfaces, along with a graph. Set up the triple integrals that give the volume of D in all 6 orders of integration, and find the volume of D by evaluating the indicated triple integral. D is bounded by the plane z = 2y and by y = 4 - x. Evaluate the triple integral with the order dz dy dx. 2y %3D 81 6. -2 21 3. -1 y = 4 – x? 2 X. In Exercises 9- 16, a domain D is described by its bounding surfaces, along with a graph. Set up the triple integrals that give the volume of D in all 6 orders of integration, and find the volume of D by evaluating the indicated triple integral.

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Solution The volume of a solid D is given by the integral dV Let be the given surfaces ... View the full answer