Question

9. A parabola is modeled by the general equation (y-n)2 = 4p(x -k). Which statement below is not true about the parabola? The distance from the vertex of the parabola to the directrix of the parabola is equal to the distance from the vertex of the parabola to the focus of the parabola. The vertex of the parabola is located midway between the focus and the directrix of the parabola. A unique parabola can be defined by a line segment and a point not on the line segment as the set of all points equidistant from the line segment and the point. If the distance between the vertex of a parabola and the focus of the parabola is p, then the distance between the directrix of the parabola and the focus of the parabola is 2. CLEAR ALL

Answer 1

hence , choose last option.

Guren general eqr in (т-м)*- р-н) In ама, to prove one of the 04 О!! example option as у*- 4x 00:00 Ler heko k p> 2. then, Graph - - 1. уух . Focus Directrix => Veselt - (0,0) Distance b/w vertex a fome =p=1. but distance b/w focus & Directory = 2, + х = 5) Hence, last option is not true 2.