Consider the solid Q limited by the surfaces : And the planes y = 4 zV3=x z = 0 y = x² + z? What is the triple integral that allows to calculate the volume of the solid Q y =z+ y = 4 A) V = L| rdydrdő B) V = dydrde C) V = /LL rdydrdo D) V = rdydrde

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A: We have to find V0, V0 = Volume of sphere - V1-V2And from Symmetry we know that V1 = V2⇒V0 = Volume…

Q: Sketch the region bounded by the curves y = 9 Vx, x+y = 10 and y = 6 then find the volume of the…

A: Given that y=9x,x+y=10 and y=6. To find the volume let's use washer method. The diagram for the…

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Q: Q5) Find volume of body bounded by z2 + y2 + x2 = 4.

A: Given equation is z2 + y2 + x2 = 4

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A: Solution :

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Q: If V=i +2j+3K, V,=zi +2j +2K, V = 3i+3 j +K, find the Volume?

A: Given vectors are V1→=i+2j+3kV2→=2i+2j+2kV3→=3i+3j+k So volume is V1→.V2→×V3→

Q: Q5) Find volume of body bounded by z² + y² + x² = 9.

A: Explanation of the answer is as follows

Q: 12. Consider the solid Q bounded by the surface of equation z = x*+ y° and the plans z = 4, yv3 = x,…

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