WordLens

integrate

1 of 1verb
/ˈɪntəɡreɪt/
Forms:integrates,integrating,integrated,integrated
1

to bring things together to form a whole or include something as part of a larger group

transitive
  • The company aimed to integrate new technologies into its existing infrastructure for improved efficiency.
  • The school system sought to integrate innovative teaching methods into the curriculum.
  • The designer worked to integrate classic and modern styles in the interior decor.
  • Engineers had to integrate various components to create a fully functional and cohesive system.
  • The software developer had to integrate different modules to ensure seamless functionality.
Synonyms:
incorporate
Antonyms:
disintegrate
2

to make a facility or space available to different racial, ethnic, social, etc. groups

transitive
  • Efforts were made to integrate neighborhoods by promoting fair housing practices.
  • Through community initiatives, efforts were made to integrate public spaces, such as parks and recreational facilities.
  • The civil rights movement in the United States fought to integrate public facilities.
  • Local governments worked to integrate public services, such as healthcare and transportation, to ensure equitable access for all residents.
Synonyms:
desegregatemix
Antonyms:
segregate
3

to be accepted and become a part of a social group or society

C1
  • After moving to the new town, she quickly integrated into the community, forming connections and participating in local events.
  • After moving to the neighborhood, Jack integrated seamlessly into the community, attending local events and making friends.
  • The new student was nervous at first, but she quickly integrated into her classmates' circle, finding common interests.
  • As a foreign exchange student, Maria worked hard to integrate into the school culture, adapting to new customs and making friends.
  • After joining the team, Mark made an effort to integrate by attending team events and bonding with his teammates.
4

to find the integral of a function

transitive
  • To find the area under the curve of a function f(x) over a specific interval [a, b], we integrate f(x) with respect to x.
  • Integrating a polynomial function involves applying the power rule for integration.
  • Integrating a vector field in multivariable calculus involves finding the line integral or flux integral over a curve or surface, respectively.
Antonyms:
differentiate