Combinative: meaning, definitions and examples
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combinative
[ kəmˈbɪnətɪv ]
mathematics
Combinative refers to the ability to combine elements or components together. In mathematics, it often describes principles related to combinations and permutations.
Synonyms
Examples of usage
- The combinative approach in solving equations can yield multiple solutions.
- In combinative analysis, each possibility is considered in relation to others.
- She used a combinative method to blend different genres of music.
general use
Relating to the act of combining; joining together two or more parts. It emphasizes the process of integration in various fields.
Synonyms
associative, collaborative, unified
Examples of usage
- His combinative thinking allowed him to merge ideas from different disciplines effectively.
- The combinative skills of the team led to an innovative project.
- The combinative nature of the solution addressed multiple issues at once.
Etymology
The term 'combinative' is derived from the Latin root 'combinare', meaning 'to join together'. This is compounded from 'com-' (together) and 'bina' (two). It entered the English language in the 19th century, primarily utilized in mathematical contexts such as combinatorics, which studies the arrangement, combination, and selection of objects. Over time, its application has expanded beyond mathematics to include various fields such as linguistics and general problem-solving. The concept emphasizes the importance of collaboration, integration, and the innovative merging of ideas, reflecting the dynamic nature of knowledge across disciplines.