Without eliminating the parameter t, find a Cartesian equation for the line tangent to the curve...
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Without eliminating the parameter t, find a Cartesian equation for the line tangent to the curve C, defined by the parametric equations x = 9t - 2, y = 3t2 – t, %3D at the point (-9, 2). Without eliminating the parameter t, find a Cartesian equation for the line tangent to the curve C, defined by the parametric equations x = 9t - 2, y = 3t2 – t, %3D at the point (-9, 2).
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Given the equations of x and y in terms of t To find Cartesian equation of the tangent to the curve ... View the full answer
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