(Solved): In Exploration 2.3.1 Part A, you derived the standard equation of a parabola. Suppose you have alre ...

In Exploration 2.3.1 Part A, you derived the standard equation of a parabola. Suppose you have already established \( F \) to be the focus of the parabola and line \( / \) to be the directrix of the parabola. The coordinates of \( L \) can best be represented as according to the Figure above. After simplifying \( \overline{F P}=\overline{P L} \), the general form of this parabola can be written as Suppose you have already established \( F \) to be the focus of the parabola and line I to be the directrix of the parabola. The coordinates of \( \mathrm{L} \) can best be represented as according to the Figure above. After simplifying \( \overline{F P}=\overline{P L} \), th an be written as In Exploration 2.3.1 Part A, you derived the standard equation of a parabola. Suppose you have already established \( F \) to be the focus of the parabola and line I to be the directrix of the parabola. The coordinates of \( \mathrm{L} \) can best be represented as according to the Figure above. After simplifying \( \overline{F P}=\overline{P L} \), the general form of this parabola can be written as