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4. Evaluate the volume integral f(x, y, =)dV of the function f(x, y, z) = r + 2y, where V is the region bounded by

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4. Evaluate the volume integral f(x, y, =)dV of the function f(x, y, z) = r + 2y, where V is the region bounded by the cylinder z = 4 -x2, the coordinate planes, and the line y = 3. [11] 5. Find the surface area of z = vaz + y over the region D bounded by 0

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