Sentence examples for algebraic concepts from inspiring English sources

Exact(15)

Further abstract algebraic concepts such as modules, vector spaces and algebras also form groups.

In terms of the Bloom (1956) taxonomy, ALEKS focuses primarily on applying algebra skills, while AutoTutor questions can help students understand, analyze, and evaluate algebraic concepts.

Results did point out that students were not always getting a good grasp on geometric and algebraic concepts.

Prince William officials say "Investigations," which cost the county more than $1 million, teaches students why an answer is correct, prepares them for algebraic concepts on the SAT and increases passing rates on state exams.

In contrast, this intervention was designed around tasks of high cognitive demand that required visual or symbolic representation of algebraic concepts.

Yet modern society increasingly depends on ordinary people taking responsibility for doing extraordinary things: operating inside people's bodies, teaching eighth graders algebraic concepts that Euclid would have struggled with, building a highway through a mountain, constructing a wireless computer network across a state, running a factory, reducing a city's crime rate.

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Similar(45)

In fact, perhaps to conclude today's lesson, what we should talk about is an old algebraic concept called simultaneous equations.

The main purpose of the article is to enhance the methods of this kind by defining and applying a new algebraic concept named homothetic paradigm.

If this interpretation is right, then Poincaré's concept of structure is not the new Hilbertian one that derives from the axiomatization of Euclidean geometry, but rather constitutes a development of the traditional algebraic concept of structure and concerns continuous groups.

The most natural and convenient way to express the relation involves the algebraic concept of exact sequences: sequences of objects (in this case groups) and morphisms (in this case group homomorphisms) between them such that the image of one morphism equals the kernel of the next.

The expectation derivation in (23) is based heavily on exploiting linear-algebraic concepts and the properties of matrix permanents.

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