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joined::adjective | Spocien Dictionary
| Type | Words |
|---|---|
| Synonyms | united |
Examples of joined
joined
Busch IV, 46, joined the family business in the mid-1980s and worked his way up.
From the dailyherald.com
He accomplished both, and several of his players joined him in the latter quest.
From the stltoday.com
Villanova joined Syracuse and Pittsburgh as the only 3-0 teams in Big East play.
From the thenewstribune.com
I have joined your feed and look forward to seeking more of your fantastic post.
From the orlandosentinel.com
They will be joined by fue and shamisen players, as well as dancers and singers.
From the bloomberg.com
Chavez joined the company right out of college and Sardaczuk out of high school.
From the denverpost.com
He joined the Iowa staff 12 years ago when Kirk Ferentz was hired as head coach.
From the bostonherald.com
Iran and Pakistan could be joined by Egypt and Tunisia after the recent revolts.
From the washingtontimes.com
Keller joined the Sounders in August 2008, eight months before their first game.
From the washingtontimes.com
- Articulation: the shape or manner in which things come together and a connection is made
- Become part of; become a member of a group or organization; "He joined the Communist Party as a young man"
- Cause to become joined or linked; "join these two parts so that they fit together"
- Union: a set containing all and only the members of two or more given sets; "let C be the union of the sets A and B"
- Come into the company of; "She joined him for a drink"
- Make contact or come together; "The two roads join here"
- Joinder in criminal law is a legal term which refers to the inclusion of additional counts or additional defendants on an indictment. ...
- In mathematics, join and meet are dual binary operations on the elements of a partially ordered set. A join on a set is defined as the (necessarily unique) supremum (least upper bound) with respect to a partial order on the set, provided a supremum exists. ...
- Relational algebra, an offshoot of first-order logic (and of algebra of sets), deals with a set of finitary relations (see also relation (database)) which is closed under certain operators. These operators operate on one or more relations to yield a relation. ...
