Conics
In figure, the fixed point F is called focus,
the fixed straight line l is called
directrix and P is the moving point
such that FP/PM = e, a constant. Here the locus of P is
called a conic and the constant ‘e’ is called the eccentricity of the conic.
Consider a parabola with vertex V whose co-ordinates with respect to XOY system is (0, 0) and with respect to
xoy system is (h, k). Since it is open rightward, the equation
of the parabola w.r.t. XOY system is Y2 = 4aX .
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