adjective exaggerated or overstated
In mathematics, hyperbolic functions are a group of functions that are analogs of the trigonometric functions.
In literature, hyperbolic language is often used for exaggeration or emphasis in writing.
In psychology, hyperbolic discounting is a model of discounting future rewards over time.
In astronomy, hyperbolic trajectories are paths of objects that escape the gravitational pull of a central body.
In engineering, hyperbolic equations are commonly used to model various physical phenomena.
In physics, hyperbolic geometry is a non-Euclidean geometry that generalizes the properties of hyperbolic functions.
In writing, the term 'hyperbolic' is used to describe exaggerated statements or claims that are not meant to be taken literally, but rather for emphasis or effect.
In psychology, 'hyperbolic' may be used to describe a pattern of behavior or thought that is excessively exaggerated or dramatic.
In mathematics, 'hyperbolic' is used to refer to a type of geometry that is non-Euclidean, characterized by having more than one line parallel to a given line through a point.
In scientific research, 'hyperbolic' may be used to describe a relationship between variables that is nonlinear and shows exponential growth or decay.
In journalism, 'hyperbolic' language or headlines may be used to grab readers' attention or create a sense of urgency around a particular issue.
In politics, 'hyperbolic' statements or promises may be made to rally support or draw attention to a particular agenda or policy proposal.