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Finding Equation of Axis Aligned Parabolas from given Focal Length and Vertex

  1. Given Coordinates of Vertex and a Signed Focal Length, it is possible to find Equations of 2 Axis Aligned Parabolass, one having Directrix Parallel to \(X\)-Axis, and other having Directrix Parallel to \(Y\)-Axis.
  2. Given Vertex at a point \((x_v,y_v)\) and a Signed Focal Length \(f\), the Standard Coordinate Equations for Axis Aligned Parabolas are given as

    \({(x-x_v)}^2=4f(y-y_v)\)   (For Directrix Parallel to \(X\)-Axis)

    \({(y-y_v)}^2=4f(x-x_v)\)   (For Directrix Parallel to \(Y\)-Axis)
Related Calculators
Parabola from Focal Length and Vertex Calculator
Related Topics
Finding Equation of Axis Aligned Parabolas from given Focal Length and Focus,    Finding Equation of Axis Aligned Parabolas from 3 Non-Collinear Points,    Finding Equation of Parabola from given Focus and Directrix,    Finding Equation of Parabola from given Focus and Vertex,    Finding Equation of Parabola from given Focus and Base,    Finding Equation of Parabola from given Vertex and Directrix,    Finding Equation of Parabola from given Vertex and Latus Rectum,    Introduction to Parabola,    General Quadratic Equations in 2 Variables and Conic Sections
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