👉 In mathematics, an overinclinable curve is a curve that is not only concave but also has a curvature that increases with respect to its distance from the origin. This means that as the curve approaches the origin (i.e., when it intersects the x-axis), the curvature decreases. Overinclinable curves have the property that they are always tangent to the y-axis, and their curvature is always decreasing in magnitude. Examples of overinclinable curves include ellipses, parab