| slovo | definícia |
countable
(encz) | countable,spočetný adj: [mat.] |
Countable
(gcide) | Countable \Count"a*ble\ (-?-b'l), a.
Capable of being numbered.
[1913 Webster] |
countable
(wn) | countable
adj 1: that can be counted; "countable sins"; "numerable assets"
[syn: countable, denumerable, enumerable,
numerable] |
countable
(foldoc) | countable
countably many
uncountable
A term describing a set which is isomorphic
to a subet of the natural numbers. A countable set has
"countably many" elements. If the isomorphism is stated
explicitly then the set is called "a counted set" or "an
enumeration".
Examples of countable sets are any finite set, the {natural
numbers}, integers, and rational numbers. The {real
numbers} and complex numbers are not [proof?].
(1999-08-29)
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| | podobné slovo | definícia |
accountable
(mass) | accountable
- zodpovedný |
accountable
(encz) | accountable,odpovědný accountable,vysvětlitelný adj: accountable,zodpovědný adj: Zdeněk Brož |
accountable for
(encz) | accountable for,odpovědný za co |
accountable to
(encz) | accountable to,odpovědný komu |
accountable to sb. for st.
(encz) | accountable to sb. for st.,odpovědný komu za co |
discountable
(encz) | discountable,diskontovatelný adj: Zdeněk Brož |
unaccountable
(encz) | unaccountable,neodpovědný adj: Zdeněk Brožunaccountable,nevysvětlitelný adj: Zdeněk Brožunaccountable,záhadný adj: Zdeněk Brož |
uncountable
(encz) | uncountable,hromadné (podstatné jméno) n: [lingv.] webuncountable,nespočetný adj: Zdeněk Brož |
Accountable
(gcide) | Accountable \Ac*count"a*ble\, a.
1. Liable to be called on to render an account; answerable;
as, every man is accountable to God for his conduct.
[1913 Webster]
2. Capable of being accounted for; explicable. [R.]
[1913 Webster]
True religion . . . intelligible, rational, and
accountable, -- not a burden but a privilege. --B.
Whichcote.
[1913 Webster]
Syn: Amenable; responsible; liable; answerable.
[1913 Webster] |
Accountable ness
(gcide) | Accountable ness \Ac*count"a*ble ness\, n.
The quality or state of being accountable; accountability.
[1913 Webster] |
Countable
(gcide) | Countable \Count"a*ble\ (-?-b'l), a.
Capable of being numbered.
[1913 Webster] |
Discountable
(gcide) | Discountable \Dis*count"a*ble\, a.
Capable of being, or suitable to be, discounted; as, certain
forms are necessary to render notes discountable at a bank.
[1913 Webster] |
Unaccountable
(gcide) | Unaccountable \Un`ac*count"a*ble\, a.
1. Not accountable or responsible; free from control.
--South.
[1913 Webster]
2. Not to be accounted for; inexplicable; not consonant with
reason or rule; strange; mysterious.
[1913 Webster] -- Un`ac*count"a*ble*ness], n. --
Un`ac*count"a*bly, adv.
[1913 Webster]
[1913 Webster] |
Unaccountableness
(gcide) | Unaccountable \Un`ac*count"a*ble\, a.
1. Not accountable or responsible; free from control.
--South.
[1913 Webster]
2. Not to be accounted for; inexplicable; not consonant with
reason or rule; strange; mysterious.
[1913 Webster] -- Un`ac*count"a*ble*ness], n. --
Un`ac*count"a*bly, adv.
[1913 Webster]
[1913 Webster] |
Uncountable
(gcide) | Uncountable \Uncountable\
See countable. |
accountable
(wn) | accountable
adj 1: liable to account for one's actions; "governments must be
accountable to someone beside themselves"; "fully
accountable for what they did"; "the court held the
parents answerable for their minor child's acts of
vandalism"; "he was answerable to no one" |
unaccountable
(wn) | unaccountable
adj 1: not to be accounted for or explained; "perceptible only
as unaccountable influences that hinder progress"; "an
unexplainable fear" [syn: unaccountable,
unexplainable]
2: free from control or responsibility |
uncountable
(foldoc) | countable
countably many
uncountable
A term describing a set which is isomorphic
to a subet of the natural numbers. A countable set has
"countably many" elements. If the isomorphism is stated
explicitly then the set is called "a counted set" or "an
enumeration".
Examples of countable sets are any finite set, the {natural
numbers}, integers, and rational numbers. The {real
numbers} and complex numbers are not [proof?].
(1999-08-29)
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