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Algebra is a fundamental branch of mathematics that deals with mathematical symbols and the rules for manipulating these symbols to solve equations and analyze mathematical structures. These are just a few examples of the sub-disciplines that fall under algebra. Each sub-discipline has its own set of principles, methods, and applications, contributing to the rich tapestry of algebraic knowledge. By delving into these sub-disciplines, mathematicians and researchers continue to expand our understanding of algebra and its vast applications in various fields.<br>Visit: https://myassignmentexperts.com
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SUB-DISCIPLINES SUB-DISCIPLINES THAT COME THAT COME UNDER ALGEBRA UNDER ALGEBRA
SUB-DISCIPLINES THAT COME UNDER ALGEBRA- 1. Elementary Algebra -Linear equations, polynomials, algebraic operations with real numbers, factoring, linear equations, and inequalities, inequalities with Real numbers, graphing linear equations, and a brief introduction to quadratic equations are some of the topics covered.
2. Linear Algebra - The knowledge of lines, surfaces, mappings, and vector spaces all of which are necessary for linear transformations is known as linear algebra.
3. Commutative Algebra - The area of algebra that analyses commutative rings, their principles, and components is known as commutative algebra, which was formerly known as ideal theory.
4. Abstract Algebra - a field of mathematics where basic arithmetical functions are represented to generalize algebraic principles.
5. Boolean algebra - Boolean algebra is a branch of mathematics that includes binary variables and focuses on procedures of logical values.
6. Computer Algebra - The study and creation of algorithms and software for processing mathematical equations and other mathematical elements are known as computer algebra, sometimes known as algebraic computing.
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