use triple scalar product to find the volume of the parallelpiped u=<5,9,3> v=<1,8,3> w= < -5,-8,-2 >

Q: Find The volume of the Pasaboloid Solid by 2 - 4+2x² + 2y² and 7-3x²-3y² the

A: To Find: Volume of the solid region bounded by the paraboloids z=-4+2x2+2y2 , and z=7-3x2-3y2.

Q: Find the volume of the parallelepiped defined by the vectors 37 2 1 2 3.

A: Introduction: The volume of parallelepiped that defines by the vectors a, b, and c is given by,…

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Q: A package in the shape of a rectangular box can be sent by post as a postal order if the sum of its…

A: Solution by using Lagrange multipliers as follows :

Q: H 1.2 О Ө - 40° 55

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Q: Find the dot product, U⋅V U=, V=

A: The dot product is a scalar operation. The dot product gives the unique value (number) as the…

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Q: Find the volume of the parallelepiped with adjacent edges −→OA = , −−→OB = , −−→OC = .

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Q: (₁) Find the volume of the parallelpiped R³ whose corner points (0, 0, 0), (1, 1, 1), (2, 2,5),…

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Q: Find the volume of the region under the surface z = 9x and above the triangle in the xy-plane with…

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Q: Find by integration the area of ​​the triangle that has vertices at : (5,1), (1,3), (-1,-2)

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Q: Find the volume of the parallelepiped determined by vectors , and

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Q: Find two units vectors or 6³² = < 0,5,8) thogonal to both ū² = (1, 2,-4) and

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Q: find volume of tetrahedron with vertices W= (2,2,2)  X= (5,4,3) Y= (5,4,4) Z= (5,5,5)

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