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A curve given parametrically by (?,?,?)=(−2−?, 3−?^2,3?+3?^3). There is a unique point P on the curve...

A curve given parametrically by (?,?,?)=(−2−?, 3−?^2,3?+3?^3). There is a unique point P on the curve with the property that the tangent line at P passes through the point (−6,−12,174)(−6,−12,174). The point P has coordinates (__, __, __).

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