This document discusses finding equidistant points that form a parabola. It involves manipulating equations by squaring, expanding, transferring terms, simplifying, and multiplying/dividing to derive the goal equation that the distances from a fixed point to two varying points are equal, forming a parabola.

1. By: Salvador Emmanuel B. Marzan Gio Bermejo Mark Mallare

3. *We are supposed to find the equidistant points, which would form a parabola

4. *Find the distances of distance 1 is equal to distance 2

5. *Equation manipulation (Square, Expand, Transfer, Simplify & Multiply/Divide)

6. *Get to the goal equation

7. These two equations are the same