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Integrate G(x, Y, Z) = X2y2z2 Over the Surface of the Rectangular

Question 9

Multiple Choice

Integrate g(x, y, z) = x2y2z2 over the surface of the rectangular solid cut from the first octant by the planes x = a, y = b, and z = c.


A) Integrate g(x, y, z)  = x<sup>2</sup>y<sup>2</sup>z<sup>2</sup> over the surface of the rectangular solid cut from the first octant by the planes x = a, y = b, and z = c. A)    (ab + ac + bc)  B)    (ab + ac + bc)  C)    (ab + ac + bc)  D)    (ab + ac + bc)  E)  abc(ab + ac + bc) (ab + ac + bc)
B) Integrate g(x, y, z)  = x<sup>2</sup>y<sup>2</sup>z<sup>2</sup> over the surface of the rectangular solid cut from the first octant by the planes x = a, y = b, and z = c. A)    (ab + ac + bc)  B)    (ab + ac + bc)  C)    (ab + ac + bc)  D)    (ab + ac + bc)  E)  abc(ab + ac + bc) (ab + ac + bc)
C) Integrate g(x, y, z)  = x<sup>2</sup>y<sup>2</sup>z<sup>2</sup> over the surface of the rectangular solid cut from the first octant by the planes x = a, y = b, and z = c. A)    (ab + ac + bc)  B)    (ab + ac + bc)  C)    (ab + ac + bc)  D)    (ab + ac + bc)  E)  abc(ab + ac + bc) (ab + ac + bc)
D) Integrate g(x, y, z)  = x<sup>2</sup>y<sup>2</sup>z<sup>2</sup> over the surface of the rectangular solid cut from the first octant by the planes x = a, y = b, and z = c. A)    (ab + ac + bc)  B)    (ab + ac + bc)  C)    (ab + ac + bc)  D)    (ab + ac + bc)  E)  abc(ab + ac + bc) (ab + ac + bc)
E) abc(ab + ac + bc)

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