Variables
Understand variables, constants, coefficients and algebraic notation.
Beginner
Explore
Global Mathematics Learning
Master the language of Algebra.
From variables and expressions to equations, functions, polynomials and quadratic models — build mathematical thinking one concept at a time.
x + 7 = 15
y = mx + b
ax² + bx + c
SOLVE THE UNKNOWN
2x + 6 = 18
x = 6
0
Core Algebra Areas
0
Roadmap Stages
0
Interface Languages
0
Learning Focus
Explore Algebra
Build your algebraic toolkit.
Explore carefully organized concepts from the fundamentals of algebra to advanced equations and functions.
Expressions
Build, simplify and evaluate algebraic expressions.
Beginner
Explore
Equations
Solve one-step, multi-step and algebraic equations.
Beginner
Explore
Inequalities
Learn inequality symbols, solution sets and graphing.
Intermediate
Explore
Polynomials
Work with monomials, binomials, polynomials and operations.
Intermediate
Explore
Factorization
Master common factors, grouping and algebraic identities.
Intermediate
Explore
Functions
Explore functions, domains, ranges, notation and transformations.
Intermediate
Explore
Graphs
Visualize equations, lines, curves and algebraic relationships.
Intermediate
Explore
Systems
Solve simultaneous equations using multiple methods.
Advanced
Explore
Exponents
Learn powers, exponent laws and exponential expressions.
Intermediate
Explore
Radicals
Simplify square roots, radicals and radical equations.
Advanced
Explore
Quadratics
Master quadratic equations, roots, graphs and formulas.
Advanced
Explore
Algebra Roadmap
From zero to advanced.
A structured path designed to help learners progress naturally without skipping the foundations.
01
Algebra Foundations
Variables, constants, coefficients and notation
02
Expressions
Terms, like terms, simplification and evaluation
03
Linear Equations
One-step, multi-step and literal equations
04
Inequalities
Solution sets, intervals and number lines
05
Polynomials
Operations, identities and polynomial structure
06
Factorization
Common factors, grouping and identities
07
Functions
Notation, domain, range and transformations
08
Systems
Substitution, elimination and graphical methods
09
Quadratics
Factoring, completing the square and formula
10
Advanced Algebra
Radicals, exponents, functions and modeling
Learning Method
Understand. Practice. Master.
Algebra becomes easier when every concept is connected to explanation, visualization and practice.
01
Understand
Learn the idea, vocabulary, symbols and mathematical reasoning behind each topic.
02
Visualize
Connect algebraic expressions and equations with graphs, patterns and visual models.
03
Practice
Solve progressively challenging problems and learn from each step of the solution.
04
Master
Apply algebra to mathematics, science, technology, economics and real-world problems.
Mathematics Network
Algebra is part of a bigger world.
Move between related mathematics departments throughout the E-Learning Network ecosystem.
Keep Learning
Turn equations into understanding.
Continue through the mathematics network and connect algebra with geometry, calculus, statistics, probability and other mathematical disciplines.