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Algebra

Equations, polynomials, functions, and formulas — from linear equations to quadratics and beyond.

Absolute Value4

Absolute value definition, equations, inequalities, and rules

Algebra Vocabulary & General Concepts49

Core algebra vocabulary, properties, and general mathematical concepts

Conic Sections16

Ellipses, hyperbolas, circles, and their equations

Coordinate Geometry & Analytic Methods31

Coordinate plane, distance formula, midpoint, analytic geometry, and coordinate systems

Exponentials & Logarithms21

Exponential functions, logarithms, growth/decay, and their properties

Financial Mathematics9

Interest, annuities, present/future value, and financial formulas

Functions & Relations51

Function notation, domain, range, types of functions, and function operations

Graph Transformations & Symmetry23

Translations, reflections, stretches, compressions, and symmetry of graphs

Inequalities & Interval Notation27

Inequalities, compound inequalities, absolute value inequalities, interval notation, and complex numbers

Inference & Regression17

Linear regression, correlation, hypothesis testing, and statistical inference

Linear Equations & Graphs34

Slope, linear equations, systems of equations, and graphing lines

Matrices & Linear Algebra37

Matrix operations, determinants, inverses, eigenvalues, and systems solved with matrices

Polynomials & Factoring46

Polynomial operations, factoring, synthetic division, and polynomial theorems

Probability & Counting16

Combinations, permutations, probability rules, and counting principles

Quadratic Equations & Parabolas19

Quadratic formula, factoring quadratics, discriminant, vertex form, and parabolas

Radicals & Rational Expressions14

Radicals, radical equations, rational expressions, and rationalizing

Sequences & Series26

Arithmetic and geometric sequences, series, summation notation, and convergence

Statistics & Data Displays26

Descriptive statistics, data visualization, distributions, and sampling

Variation & Proportion7

Direct, inverse, and joint variation; proportional relationships

All Algebra Terms A–Z (473)

Frequently Asked Questions

What is algebra?
Algebra is a branch of mathematics that uses variables (letters like x and y) to represent unknown values. It involves solving equations, working with expressions, and understanding functions and their graphs.
What topics are covered in Algebra 1 vs Algebra 2?
Algebra 1 covers linear equations, inequalities, systems of equations, polynomials, and basic factoring. Algebra 2 extends into quadratic functions, exponential and logarithmic functions, complex numbers, and sequences and series.
Why is algebra important?
Algebra develops logical thinking and problem-solving skills. It is essential for careers in science, engineering, medicine, economics, and technology. Nearly every standardized math test (SAT, ACT, GRE) emphasizes algebraic reasoning.

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