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mathematical groupings

 

Definitions from the Web

Mathematical Groupings

Definition:

Mathematical groupings refer to collections of mathematical objects that satisfy specific properties. These objects can be numbers, symbols, or elements, and the properties they adhere to are known as group axioms.

Examples:

1. Noun - Group Theory:

Group theory is a branch of mathematics that deals with the study of mathematical groupings and the properties they possess. It examines the rules and structure of group theory, which has applications in various areas of mathematics and physics.

Example sentence: Group theory is often used to study the symmetries of geometric objects like crystals or regular polygons.

2. Adjective - Grouped:

The term "grouped" refers to the act of placing objects or elements together based on a common characteristic or property.

Example sentence: The students were asked to perform a grouped analysis of the collected data to identify any patterns or trends.

3. Verb - Grouping:

The term "grouping" denotes the action of organizing or categorizing objects into distinct sets based on shared attributes.

Example sentence: The teacher instructed the students to practice grouping the words according to their parts of speech.

4. Adverb - Groupedly:

The adverb "groupedly" describes an action performed in a grouped or collective manner.

Example sentence: The ants diligently and groupedly transferred food from the storage to their colony.

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