Nearby Words

limiting

[lim-i-ting] Origin

lim·it·ing

[lim-i-ting]
adjective
1.
serving to restrict or restrain; restrictive; confining.
2.
Grammar. of the nature of a limiting adjective or a restrictive clause.

Origin:
1570–80; limit + -ing2

non·lim·it·ing, adjective

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Limiting is always a great word to know.
So is circumflex. Does it mean:
a circumflex mark or accent.
a character or symbol (&) for and
Dictionary.com Unabridged

lim·it

[lim-it]
noun
1.
the final, utmost, or furthest boundary or point as to extent, amount, continuance, procedure, etc.: the limit of his experience; the limit of vision.
2.
a boundary or bound, as of a country, area, or district.
3.
Mathematics.
a.
a number such that the value of a given function remains arbitrarily close to this number when the independent variable is sufficiently close to a specified point or is sufficiently large. The limit of 1/x is zero as x approaches infinity; the limit of (x − 1)2 is zero as x approaches 1.
b.
a number such that the absolute value of the difference between terms of a given sequence and the number approaches zero as the index of the terms increases to infinity.
c.
one of two numbers affixed to the integration symbol for a definite integral, indicating the interval or region over which the integration is taking place and substituted in a primitive, if one exists, to evaluate the integral.
4.
limits, the premises or region enclosed within boundaries: We found them on school limits after hours.
5.
Games. the maximum sum by which a bet may be raised at any one time.
EXPAND
6.
the limit, Informal. something or someone that exasperates, delights, etc., to an extreme degree: You have made errors before, but this is the limit.
COLLAPSE
verb (used with object)
7.
to restrict by or as if by establishing limits (usually followed by to): Please limit answers to 25 words.
8.
to confine or keep within limits: to limit expenditures.
9.
Law. to fix or assign definitely or specifically.

Origin:
1325–75; Middle English lymyt < Latin līmit- (stem of līmes) boundary, path between fields

lim·it·a·ble, adjective
lim·it·a·ble·ness, noun
o·ver·lim·it, verb (used with object)
re·lim·it, verb (used with object)
un·der·lim·it, noun
EXPAND
un·der·lim·it, verb (used with object)
COLLAPSE

1. boundary, limit, parameter, variable (see synonym note at boundary; see usage note at parameter); 2. limit, limitation.


2. confine, frontier, border. 8. restrain, bound.

Dictionary.com Unabridged
Based on the Random House Dictionary, © Random House, Inc. 2012.
Cite This Source Link To limiting
Etymonline
Word Origin & History

limit
late 14c., "boundary, frontier," from O.Fr. limite "a boundary," from L. limitem (nom. limes) "a boundary, embankment between fields, border," related to limen "threshold." Colloquial sense of "the very extreme, the greatest degree imaginable" is from 1904. The verb is late 14c., from O.Fr. limiter,
EXPAND
from L. limitare "to bound, limit, fix," from limes.
COLLAPSE
Online Etymology Dictionary, © 2010 Douglas Harper
Cite This Source
American Heritage
Medical Dictionary

limit lim·it (lĭm'ĭt)
n.

  1. The point, edge, or line beyond which something cannot or may not proceed.

  2. A confining or restricting object, agent, or influence.

  3. The greatest or least amount, number, or extent allowed or possible.

v. lim·it·ed, lim·it·ing, lim·its
  1. To confine or restrict within a boundary or bounds.

  2. To fix definitely; to specify.


lim'it·a·ble adj.

The American Heritage® Stedman's Medical Dictionary
Copyright © 2002, 2001, 1995 by Houghton Mifflin Company. Published by Houghton Mifflin Company.
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American Heritage
Science Dictionary
limit   (lĭm'ĭt)  Pronunciation Key 
A number or point for which, from a given set of numbers or points, one can choose an arbitrarily close number or point. For example, for the set of all real numbers greater than zero and less than one, the numbers one and zero are limit points, since one can pick a number from the set arbitrarily close to one or zero (even though one and zero are not themselves in the set). Limits form the basis for calculus, where a number L is defined to be the limit approached by a function f(x) as x approaches a if, for every positive number ε, there exists a number δ such that |f(x)-L| < ε if 0 < |x-a| < δ.
The American Heritage® Science Dictionary
Copyright © 2002. Published by Houghton Mifflin. All rights reserved.
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