Construct the parabola as the locus of a point equidistant from a given
straight line and a given point.
Construct the ellipse as the locus of a point equidistant from a given
straight line and a given circle.
Construct the hyperbola as the locus of a point the difference of its distance
to a fixed point and its distance to a fixed circle remains constant.
Construct the ellipse as the locus of a point satisfying the parametric
equations
Find the parametric relation satisfied by the curve
From this relationship, construct the hyperbola.
Construct the curve given by the polar equation
Construct the graph of a general cubic real polynomial according to Horner's
method:
