Hyperbolic (Hyperbola) refers to The distance difference between two fixed points on the Plane and The absolute value is the trajectory of a fixed point. It can also be defined as the ratio of a given straight line distance to a fixed point to a constant number of points greater than 1. Hyperbolic is one kind of conic curve, that is, the intersection of conic surface and Plane. Hyperbolic a²+b²=c²

Hyperbolic Equation Calculator tool

Hyperbolic Focal point F X axis;   x₀ + √(a² + b²)

Hyperbolic Focal point F =    y₀

Hyperbolic Focal point F 'X   =    x₀ - √(a² + b²)

Hyperbolic Focal point F 'Y   =    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