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Evaluate the double integral by first identifying it together the volume that a solid. 0 votes

Evaluate the dual integral by an initial identifying it as the volume that a solid.

You are watching: Evaluate the double integral by first identifying it as the volume of a solid.

Step 1:

The twin integral is and an ar is .

Volume of the solid :

If , climate the volume that the solid the lies over the rectangle and also

below the surface is .

Therefore the twin integral to represent volume that the solid, below the surface ar and above the rectangle .

From the definition of double integrals, .  .

Solution :

The double integral to represent volume of the solid.

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