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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

Notation2
Series Notation1
Slope2
Solving Equations4
Systems Of Equations1
Properties Of Equality2
Functions2
Factoring1
Sequences1
Variation1
Polynomials2
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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