Match the following integrals with the verbal descriptions of the solids whose volumes they give. Put...

  

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Match the following integrals with the verbal descriptions of the solids whose volumes they give. Put the letter of the verbal description to the left of the corresponding integral. 1-3y2 V1– 4x2 – 3y² dxdy _1. 2. 4-y2 dydx 1-2 1-ピージdyáx 1-x2 3. 4x + 3y° dxdy 4. 4-x2 4x +3ydydx 5. A. One eighth of an ellipsoid. B. Solid bounded by a circular paraboloid and a plane. C. Solid under an elliptic paraboloid and over a planar re- gion bounded by two parabolas. D. One half of a cylindrical rod. E. Solid under a plane and over one half of a circular disk. Match the following integrals with the verbal descriptions of the solids whose volumes they give. Put the letter of the verbal description to the left of the corresponding integral. 1-3y2 V1– 4x2 – 3y² dxdy _1. 2. 4-y2 dydx 1-2 1-ピージdyáx 1-x2 3. 4x + 3y° dxdy 4. 4-x2 4x +3ydydx 5. A. One eighth of an ellipsoid. B. Solid bounded by a circular paraboloid and a plane. C. Solid under an elliptic paraboloid and over a planar re- gion bounded by two parabolas. D. One half of a cylindrical rod. E. Solid under a plane and over one half of a circular disk.

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