Let 7(t) = (3 cos(t), 3 sin(t), 3t) and P = (3, 0,6). Consider the curve c parametrized by F(t). Compute a tangent vector (1), a unit tangent vector ū(t), and the tangent vector of C at the point P. (Note: You can type sqrt for a square root. For example, WeBWork reads sqrt(10t) as √10t.) 7 (1) = ( :) = ( u(t) = Tangent vector at P = (1

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