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#### Related Questions VIEW ALL [44]

Find the equation of all lines having slope −1 that are tangents to the curve `y = 1/(x -1), x != 1`

Find points at which the tangent to the curve *y* = *x*^{3} − 3*x*^{2} − 9*x* + 7 is parallel to the *x*-axis.

Find the equations of the tangent and normal to the parabola *y*^{2} = 4*ax* at the point (*at*^{2}, 2*at*).