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Class 10 > Learn UNIT II: Algebra > What is abstract algebra?
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What is abstract algebra?

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Abstract algebra is a branch of mathematics that studies the structure of abstract algebraic systems, such as groups, rings, fields, and modules. It abstracts away from the specific properties of numbers and focuses on the shared properties of these algebraic systems. This allows for a deeper understanding...
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Abstract algebra is a branch of mathematics that studies the structure of abstract algebraic systems, such as groups, rings, fields, and modules. It abstracts away from the specific properties of numbers and focuses on the shared properties of these algebraic systems. This allows for a deeper understanding of their structure and relationships, leading to the development of powerful theorems and applications. read less
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M.Ed/B.Ed C.Tet qualify (Math & science) 12 year of teaching experience

Abstract algebra is the branch of algebra dealing with the study of algebraic systems or structures with one or more mathematical operations associated with elements with an identifiable pattern, differing from the usual number systems.
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Abstract algebra introduce students to advanced mathematical concepts of using symbols to represent arithmetical operations.
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Abstract algebra is a branch of mathematics exploring algebraic structures and their properties independent of specific numerical values, focusing on concepts like groups, rings, fields, and their abstract properties and relationships.
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Abstract algebra is the branch of algebra dealing with the study of algebraic systems or structures.
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Abstract algebra is the branch of algebra dealing with the study of algebraic systems or structures with one or more mathematical operations.
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