Difference between Exaggerated and Hyperbolic

EXAGGERATED vs HYPERBOLIC: ADJECTIVE

Represented as greater than is true or reasonable
Enlarged to an abnormal degree
Enlarged beyond bounds or the truth.
That has been described as greater than it actually is; abnormally increased or enlarged.
Enlarged beyond truth or reasonableness

Of or relating to a hyperbola
Enlarged beyond truth or reasonableness
Of, relating to, or employing hyperbole.
Of, relating to, or having the form of a hyperbola.
Of or relating to a geometric system in which two or more lines can be drawn through any point in a plane and not intersect a given line in the plane.
Of or relating to a hyperbolic function.
Belonging to the hyperbola; having the nature of the hyperbola.
Relating to, containing, or of the nature of, hyperbole; exaggerating or diminishing beyond the fact; exceeding the truth.
Certain functions which have relations to the hyperbola corresponding to those which sines, cosines, tangents, etc., have to the circle; and hence, called hyperbolic sines, hyperbolic cosines, etc.
See Logarithm.
A spiral curve, the law of which is, that the distance from the pole to the generating point varies inversely as the angle swept over by the radius vector.
Of or relating to hyperbole
Using hyperbole: exaggerated
Of or pertaining to an hyperbola.
Indicates that the specified function is a hyperbolic function rather than a trigonometric function.
Having negative curvature or sectional curvature.
Whose domain has two (possibly ideal) fixed points joined by a line mapped to itself by translation.

In zoology, larger, more conspicuous, or more positive than that which is normal; specifically, in entomology, of deeper color: as, a species with exaggerated characters; exaggerated marks, spines, processes, etc.; a dark band exaggerated in the center.

Having a pair of real points at infinity. Thus, hyperbolic space is so called beacause in it every right line has two real points at infinity; so hyperbolic transformation, substitution, etc.
Pertaining to or of the nature of the hyperbola.
Pertaining to or of the nature of hyperbole; obviously exaggerating or exaggerated.

Unreasonable, Disproportionate, Excessive, Exacerbated, Amplified, Overestimated, Overblown, Enlarged, Increased, Immoderate, Magnified, Overdone, Hyperbolic, Inflated, Overstated

Glib, Fatuous, Disingenuous, Alarmist, Specious, Sensationalist, Absurd, Nonsensical, Paraboloids, Cotangent, Paraboloid, Bell shaped, Increased, Inflated, Exaggerated

Unreasonable, Disproportionate, Excessive, Exacerbated, Amplified, Overestimated, Overblown, Enlarged, Increased, Immoderate, Magnified, Overdone, Hyperbolic, Inflated, Overstated

Tendentious, Glib, Fatuous, Disingenuous, Alarmist, Specious, Sensationalist, Absurd, Nonsensical, Paraboloid, Cotangent, Bell shaped, Increased, Inflated, Exaggerated

It should not be exaggerated and read honestly.
Some clinicians believe this is an exaggerated emphasis.
It adopts the more exaggerated view of Somaliland.
Texas, with flailing arms and an exaggerated voice.
But rumors of American isolationism are greatly exaggerated.
Especially if that thing is false or exaggerated?
One had an exaggerated ADI of six mm.
Rumours of my death have been greatly exaggerated.
For over a decade thereafter American films displayed exaggerated foregrounds and somber lighting, enhanced by long takes and exaggerated camera movements.
Canadians think that the governments have exaggerated, exaggerated the risks associated with it.

Then again, that might be a bit hyperbolic.
Graphs of the hyperbolic functions and their inverses.
They used hyperbolic and exaggerated language about Jews.
Trunks and Vegeta enter the hyperbolic time chamber.
You Are Invited To The Hyperbolic Time Chamber.
Important Formulas for the Hyperbolic Functions There are similar relations between the hyperbolic functions as between trigonometric functions.
It can handle polynomial, rational, irrational, exponential, logarithmic, trigonometric, inverse trigonometric, hyperbolic and inverse hyperbolic functions.
Rule; Hyperbolic Functions; Inverse Hyperbolic Functions; Infinite Series.
Instead, they consist of a concave hyperbolic primary and a convex hyperbolic secondary mirror.
This entry provides an introduction to hyperbolic dynamics and a detailed treatment of uniformly hyperbolic dynamical systems.