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AdmensurationAdmensuration Ad*men`su*ra"tion, n. [LL. admensuratio; L. ad +
mensurare to measure. See Mensuration.]
Same as Admeasurement. CommensurableCommensurable Com*men"su*ra*ble, a. [L. commensurabilis; pref.
com- + mensurable. See Commensurate, and cf.
Commeasurable.]
Having a common measure; capable of being exactly measured by
the same number, quantity, or measure. --
Com*men"su*ra*ble*ness, n.
Commensurable numbers or quantities (Math.), those that
can be exactly expressed by some common unit; thus a foot
and yard are commensurable, since both can be expressed in
terms of an inch, one being 12 inches, the other 36
inches.
Numbers, or Quantities, commensurable in power, those
whose squares are commensurable. commensurable in powerCommensurable Com*men"su*ra*ble, a. [L. commensurabilis; pref.
com- + mensurable. See Commensurate, and cf.
Commeasurable.]
Having a common measure; capable of being exactly measured by
the same number, quantity, or measure. --
Com*men"su*ra*ble*ness, n.
Commensurable numbers or quantities (Math.), those that
can be exactly expressed by some common unit; thus a foot
and yard are commensurable, since both can be expressed in
terms of an inch, one being 12 inches, the other 36
inches.
Numbers, or Quantities, commensurable in power, those
whose squares are commensurable. Commensurable numbersCommensurable Com*men"su*ra*ble, a. [L. commensurabilis; pref.
com- + mensurable. See Commensurate, and cf.
Commeasurable.]
Having a common measure; capable of being exactly measured by
the same number, quantity, or measure. --
Com*men"su*ra*ble*ness, n.
Commensurable numbers or quantities (Math.), those that
can be exactly expressed by some common unit; thus a foot
and yard are commensurable, since both can be expressed in
terms of an inch, one being 12 inches, the other 36
inches.
Numbers, or Quantities, commensurable in power, those
whose squares are commensurable. CommensurablenessCommensurable Com*men"su*ra*ble, a. [L. commensurabilis; pref.
com- + mensurable. See Commensurate, and cf.
Commeasurable.]
Having a common measure; capable of being exactly measured by
the same number, quantity, or measure. --
Com*men"su*ra*ble*ness, n.
Commensurable numbers or quantities (Math.), those that
can be exactly expressed by some common unit; thus a foot
and yard are commensurable, since both can be expressed in
terms of an inch, one being 12 inches, the other 36
inches.
Numbers, or Quantities, commensurable in power, those
whose squares are commensurable. Commensurably
Commensurably Com*men"su*ra*bly, adv.
In a commensurable manner; so as to be commensurable.
CommensurateCommensurate Com*men"su*rate, v. t. [imp. & p. p.
Commensurated; p. pr. & vb. n. Commensurating.] [Pref.
com- + mensurate.]
1. To reduce to a common measure. --Sir T. Browne.
2. To proportionate; to adjust. --T. Puller Commensurate
Commensurate Com*men"su*rate, a.
1. Having a common measure; commensurable; reducible to a
common measure; as, commensurate quantities.
2. Equal in measure or extent; proportionate.
Those who are persuaded that they shall continue
forever, can not choose but aspire after a happiness
commensurate to their duration. --Tillotson.
CommensuratedCommensurate Com*men"su*rate, v. t. [imp. & p. p.
Commensurated; p. pr. & vb. n. Commensurating.] [Pref.
com- + mensurate.]
1. To reduce to a common measure. --Sir T. Browne.
2. To proportionate; to adjust. --T. Puller Commensurately
Commensurately Com*men"su*rate*ly, adv.
1. In a commensurate manner; so as to be equal or
proportionate; adequately.
2. With equal measure or extent. --Goodwin.
Commensurateness
Commensurateness Com*men"su*rate*ness, n.
The state or quality of being commensurate. --Foster.
CommensuratingCommensurate Com*men"su*rate, v. t. [imp. & p. p.
Commensurated; p. pr. & vb. n. Commensurating.] [Pref.
com- + mensurate.]
1. To reduce to a common measure. --Sir T. Browne.
2. To proportionate; to adjust. --T. Puller Commensuration
Commensuration Com*men`su*ra"tion, n. [Cf. F. commensuration.]
The act of commensurating; the state of being commensurate.
All fitness lies in a particular commensuration, or
proportion of one thing to another. --South.
Immensurability
Immensurability Im*men`su*ra*bil"i*ty, n.
The quality of being immensurable.
ImmensurableImmensurable Im*men"su*ra*ble, a. [Pref. im- not + L.
mensurabilis measurable: cf. F. immensurable. Cf.
Immeasurable.]
Immeasurable.
What an immensurable space is the firmament. --Derham. Immensurate
Immensurate Im*men"su*rate, a. [Pref. im- not + mensurate.]
Unmeasured; unlimited. [R.] --W. Montagu.
IncommensurableIncommensurable In`com*men"su*ra*ble, a. [Pref. in- not +
commensurable: cf. F. incommensurable.]
Not commensurable; having no common measure or standard of
comparison; as, quantities are incommensurable when no third
quantity can be found that is an aliquot part of both; the
side and diagonal of a square are incommensurable with each
other; the diameter and circumference of a circle are
incommensurable.
They are quantities incommensurable. --Burke.
-- In`com*men"su*ra*ble*ness, n. -- In`com*men"su*ra*bly,
adv. Incommensurable
Incommensurable In`com*men"su*ra*ble, n.
One of two or more quantities which have no common measure.
IncommensurablenessIncommensurable In`com*men"su*ra*ble, a. [Pref. in- not +
commensurable: cf. F. incommensurable.]
Not commensurable; having no common measure or standard of
comparison; as, quantities are incommensurable when no third
quantity can be found that is an aliquot part of both; the
side and diagonal of a square are incommensurable with each
other; the diameter and circumference of a circle are
incommensurable.
They are quantities incommensurable. --Burke.
-- In`com*men"su*ra*ble*ness, n. -- In`com*men"su*ra*bly,
adv. IncommensurablyIncommensurable In`com*men"su*ra*ble, a. [Pref. in- not +
commensurable: cf. F. incommensurable.]
Not commensurable; having no common measure or standard of
comparison; as, quantities are incommensurable when no third
quantity can be found that is an aliquot part of both; the
side and diagonal of a square are incommensurable with each
other; the diameter and circumference of a circle are
incommensurable.
They are quantities incommensurable. --Burke.
-- In`com*men"su*ra*ble*ness, n. -- In`com*men"su*ra*bly,
adv. IncommensurateIncommensurate In`com*men"su*rate, a.
1. Not commensurate; not admitting of a common measure;
incommensurable.
2. Not of equal of sufficient measure or extent; not
adequate; as, our means are incommensurate to our wants.
Syn: Inadequate; insufficient; disproportionate. --
In`com*men"su*rate*ly, adv. --
In`com*men"su*rate*ness, n. IncommensuratelyIncommensurate In`com*men"su*rate, a.
1. Not commensurate; not admitting of a common measure;
incommensurable.
2. Not of equal of sufficient measure or extent; not
adequate; as, our means are incommensurate to our wants.
Syn: Inadequate; insufficient; disproportionate. --
In`com*men"su*rate*ly, adv. --
In`com*men"su*rate*ness, n. IncommensuratenessIncommensurate In`com*men"su*rate, a.
1. Not commensurate; not admitting of a common measure;
incommensurable.
2. Not of equal of sufficient measure or extent; not
adequate; as, our means are incommensurate to our wants.
Syn: Inadequate; insufficient; disproportionate. --
In`com*men"su*rate*ly, adv. --
In`com*men"su*rate*ness, n. MensurableMensurable Men"su*ra*ble, a. [L. mensurabilis, fr. mensurare
to measure, fr. mensura measure: cf. F. mensurable. See
Measurable, Measure.]
Capable of being measured; measurable. Mensurableness
Mensurableness Men"su*ra*ble*ness, n.
The quality or state of being mensurable; measurableness.
Mensural
Mensural Men"su*ral, a. [L. mensuralis.]
Of or pertaining to measure.
MensurateMensurate Men"su*rate, v. t. [L. mensuratus, p. p. of
mensurare. See Measure, v.]
To measure. [Obs.] Mensuration
Mensuration Men`su*ra"tion, n. [L. mensuratio : cf. F.
mensuration.]
1. The act, process, or art, of measuring.
2. That branch of applied geometry which gives rules for
finding the length of lines, the areas of surfaces, or the
volumes of solids, from certain simple data of lines and
angles.
Meaning of Mensur from wikipedia
-
Academic fencing (German:
akademisches Fechten) or
Mensur is the
traditional kind of
fencing practiced by some
student corporations (Studentenverbindungen)...
-
Mensur Suljović (Serbian Cyrillic: Менсур Суљовић; born 5
March 1972) is a Serbian-Austrian
professional darts player. He
plays in
Professional Darts Corporation...
- seen as a "badge of honour"
since as
early as 1825.
Known variously as "
Mensur scars", "the
bragging scar", "smite", "Schmitte", or "Renommierschmiss"...
-
Mensur Dogan (born 22
February 1971) is a
Bosnian professional football manager who was most
recently director of the
youth academy of
Bosnian Premier...
-
Irfan Mensur (Serbian Cyrillic: Ирфан Менсур; born
Irfan Kurić,
Serbian Cyrillic: Ирфан Курић; 19
January 1952) is a
Serbian theatre, television, and film...
-
Mensur Mujdža (pronounced [
měnsur mǔjdʒa]; born 28
March 1984) is a
Bosnian professional football manager and
former player who is
currently an ****istant...
-
Mensur Kurtiši (Macedonian: Менсур Куртиши, Albanian:
Mensur Kurtishi; born 25
March 1986) is a
Macedonian footballer who
currently plays for
First Vienna...
- Mounsor,
Monsur (Bengali), Mansoor, Manser, Mansur,
Mansyur (Indonesian) or
Mensur (Turkish), is a male
Arabic name that
means "He who is victorious", from...
- Johnson. In the
second round, however, he was
unable to win a leg
against Mensur Suljović.
After a
rather unsuccessful summer, De
Decker then
reached the...
-
Mensur Bajramović (born 15
August 1965) is a
Bosnian professional basketball coach.
Since November 2018, he has
coached South China of HK A1 Division....
