What's the difference between
and
Enter two words to compare and contrast their definitions, origins, and synonyms to better understand how those words are related.

Unity vs Connected - What's the difference?

unity | connected |

As a proper noun unity

is .

As an adjective connected is

(usually with "well-"): having favorable rapport with a powerful entity.

As a verb connected is

(connect).

unity

English

(wikipedia unity)

Noun

  • (uncountable) Oneness; the state or fact of being one undivided entity.
  • * 1846 ,
  • If any literary work is too long to be read at one sitting, we must be content to dispense with the immensely important effect derivable from unity of impression - for, if two sittings be required, the affairs of the world interfere, and everything like totality is at once destroyed.
  • * {{quote-news
  • , year=2011 , date=October 1 , author=Saj Chowdhury , title=Wolverhampton 1 - 2 Newcastle , work=BBC Sport citation , page= , passage=Alan Pardew's current squad has been put together with a relatively low budget but the resolve and unity within the team is priceless.}}
  • A single undivided thing, seen as complete in itself.
  • * 1999 , Joyce Crick, translating Sigmund Freud, The Interpretation of Dreams , Oxford 2008, p. 137:
  • If a single day has brought us two or more experiences suitable to initiate a dream, the dream will unite references to them both into a single whole; it obeys a compulsion to form a unity out of them .
  • (drama) Any of the three classical rules of drama (unity of action, unity of place, and unity of time).`
  • (mathematics) Any element of a set or field that behaves under a given operation as the number 1 behaves under multiplication.
  • (legal) The peculiar characteristics of an estate held by several in joint tenancy.
  • Antonyms

    * (oneness) plurality, multiplicity, disunity

    connected

    English

    Adjective

    (en adjective)
  • (usually with "well-"): Having favorable rapport with a powerful entity.
  • (mathematics, topology, of a topological space) That cannot be partitioned into two nonempty open sets.
  • (mathematics, graph theory, of a directed graph) Having a path, either directed]] or undirected, connecting every pair of [[vertex, vertices.
  • Antonyms

    * disconnected

    Verb

    (head)
  • (connect)