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Elect vs Closed - What's the difference?

elect | closed | Related terms |

Elect is a related term of closed.


As verbs the difference between elect and closed

is that elect is to choose or make a decision (to do something) while closed is (close).

As adjectives the difference between elect and closed

is that elect is (used only after the noun) who has been elected in a specified post, but has not yet entered office while closed is sealed, made inaccessible or impassable; not open.

As a noun elect

is one chosen or set apart.

elect

English

Noun

(en-noun)
  • One chosen or set apart.
  • (uncountable, theology) In Calvinist theology, one foreordained to Heaven. In other Christian theologies, someone chosen by God for salvation.
  • * Bible, Isaiah xlii. 1
    • Behold my servant, whom I uphold; mine elect , in whom my soul delighteth.
  • * Bible, Luke xviii. 7
    • Shall not God avenge his won elect ?

    Antonyms

    * reprobate

    Verb

    (en verb)
  • To choose or make a decision (to do something)
  • To choose (a candidate) in an election

    • Related terms

    * election * elective * elite * select * selection * selective

    Adjective

    (-)
  • (used only after the noun) Who has been elected in a specified post, but has not yet entered office.
    • He is the President-elect .
  • * 1811 , Jane Austen, Sense and Sensibility , chapter 16
    • She began almost to feel a dislike of Edward; and it ended, as every feeling must end with her, by carrying back her thoughts to Willoughby, whose manners formed a contrast sufficiently striking to those of his brother elect .
  • Chosen; taken by preference from among two or more.
  • * Spenser
    • colours quaint elect
  • * Bible, 1 Timothy v. 21
    • the elect angels

    External links

    * *

    closed

    English

    Adjective

    (-)
  • Sealed, made inaccessible or impassable; not open
  • (of a store or business) Not operating or conducting trade
  • Not public.
    • closed source
    a closed committee
  • (topology, of a set) Having an open complement.
  • (mathematics, of a set) Such that its image under the specified operation is contained in it.
    • The set of integers is closed under addition: \forall x,y\in\mathbb{Z}\,x+y\in\mathbb{Z}.
  • (mathematics, logic, of a formula) Lacking a free variable.

    • Synonyms

    * shut

    See also

    * close

    Verb

    (head)
  • (close)

    • Anagrams

    * (l) ----