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A vector parametric equation of the curve of intersection of the two surfaces z = x2 + y2 and z = 16 - 3x2 -3y

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A vector parametric equation of the curve of intersection of the two surfaces z = x2 + y2 and z = 16 - 3x2 -3y is given by : Or = 2cos(t) i + 2sin(t) j + 2 k, Ostsn Or = 2cos(t) i + 2sin(t) j + 4 k, Ostsn r = 2cos(t) i + 2sin(t) j+ 2 k, Osts 2n r = 2\\2cos(t) i + 24/2sin(t) j +8 k, Ost s 2n Or = 2cos(t) i + 2sin(t) j + 4 k, Ost s 2n

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