Question: Consider the region E that satisfies - It lies above the cone 2: = /?_n/:r:2 + y2 and below the cone 2 = #232 i

$cone 2: = \\/?_n/:r:2 + y2 and below the cone 2 =$

Consider the region E that satisfies - It lies above the cone 2: = \\/?_n/:r:2 + y2 and below the cone 2 = #232 i yg. - It lies within the sphere 1:2 i y2 i 22 = 4. - |t satisfies y 2 :13. Provide a rough sketch of the shapes described above. They don't have to by on the same graph. Compute 4/] 23 av. Compute the Jacobian of the transformation: 2 T = U - VW 2 y = v - uw 2 Z = W - uv

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