hyperbola refers to the trajectory of a point where the absolute value of the difference between the distances to two fixed points on the plane is a constant value. it can also be defined as a point where the ratio of the distance to a fixed point to a fixed straight line is a constant greater than 1. the trajectory. a hyperbola is a type of conic section, which is the intersection of a cone surface and a plane. hyperbola a²+b²=c²

hyperbola equation calculator

hyperbolic focus fx axis = x₀ + √(a² + b²)

hyperbola focus fy axis = y₀

hyperbola focus f' x axis = x₀ - √(a² + b²)

hyperbola focus f' y axis = y₀

asymptote h'l: y=(b/a)x + y₀ - (b/a)x₀

asymptote lh': y=(-b/a)x + y₀ + (b/a)x₀

hyperbolic eccentricity = √(a² + b²) / a