## Elementary Algebra

**Elementary algebra** introduces the basic rules and operations of algebra, one of the main branches of mathematics. Whereas arithmetic deals with specific numbers and operators (e.g +,-,*,/) (e.g. 3 + 2 = 5), algebra introduces *variables*, which are letters that represent non-specified numbers (e.g. 3*a* + 2*a* = 5*a*). Algebra also defines the rules and conventions of how it is written (called algebraic notation). For example, the multiplication symbol, is sometimes replaced with a dot, or even omitted completely, because its context makes its use obvious (e.g. 3 × *a* may be written 3*a*).

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### Some articles on elementary algebra:

**Elementary Algebra**

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**Algebra**is a branch of mathematics concerning the study of structure, relation, and quantity ...

**Elementary algebra**is the branch that deals with solving for the operands of arithmetic equations ... Modern or abstract

**algebra**has its origins as an abstraction of

**elementary algebra**...

**Elementary Algebra**- Solving Algebraic Equations - Relation Between Solvability and Multiplicity

... When the multiplicity is only partial (meaning that for example, only the left hand sides of the equations are multiples, while the right hand sides are not or not by the same number) then the system is unsolvable ... For example, in the second equation yields that which is in contradiction with the first equation ...

**Elementary Algebra**

... Equations involving linear or simple rational functions of a single real-valued unknown, say x, such as can be solved using the methods of elementary algebra. ...

... comes from Boole's interpretation of logic as an

**elementary algebra**... symbol + is also used, in spite of the ambiguity coming from the fact that the + of ordinary

**elementary algebra**is an exclusive or when interpreted logically in a two-element ... True the symbol 1 comes from Boole's interpretation of logic as an

**elementary algebra**over the two-element Boolean

**algebra**other notations include to be found in Peano ...

### Famous quotes containing the words algebra and/or elementary:

“Poetry has become the higher *algebra* of metaphors.”

—José Ortega Y Gasset (1883–1955)

“Listen. We converse as we live—by repeating, by combining and recombining a few elements over and over again just as nature does when of *elementary* particles it builds a world.”

—William Gass (b. 1924)