Parabolas are conic sections formed by the intersection of a right circular conical surface and a plane parallel to its generating line. They can also be generated by examining a focus point and directrix line, with the locus of points equidistant from both forming the parabola shape. In algebra, parabolas often represent quadratic functions like y = x^2 and are commonly studied in math projects involving conic sections.

1. Parabolas
Math Project – Task 1
Picture album
Sulaiman Group

2. Information about
parabolas
In mathematics, a parabola (pron.: /pəˈræbələ/;
plural parabolae or parabolas, from the Greek
παραβολή) is a conic section, created from the
intersection of a right circular conical surface and
a plane parallel to a generating straight line of
that surface. Another way to generate a parabola
is to examine a point (the focus) and a line (the
directrix). The locus of points in that plane that
are equidistant from both the line and point is a
parabola. In algebra, parabolas are frequently
encountered as graphs of quadratic
functions, such as y = x2.