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Consider the surface 1 x2 + 16 y2 + 16 z2 = 33 and the point P = ( 1, 1, 1 ) on this surface. a) The outward unit normal at the point P is ??? I + ??? J + ??? K. b) The equation of the tangent plane at the point P is z = ??? x + ??? y + ??? .
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the gradient of the equation gives you the equations for the normal vector parts
the equation of the tangent plane is of course, the normal applied to the given point
Dx = 2x Dy = 32y Dz = 32z at 1,1,1 = <2,32,32>; or reduced to: <1,16,16>
your surface resembles and ellipsoid if im not mistaken
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