Algebra, Geometry & Precalculus
Extend algebraic reasoning to functions, polynomials, exponentials, logarithms, systems, and algebraic models.
Course structure
This course is published as a development map. Full lessons, practice, and assessments will be added after content review.
Complete these courses before beginning when they are available.
These courses strengthen preparation but are not strict prerequisites.
Learning outcomes
Module outline preview
Estimated times add up to the course’s planned learning time. Every module is in development.
Analyze domain, range, notation, and multiple ways to represent a function.
Extend familiar function models and transformations.
Add, multiply, divide, and interpret polynomial expressions.
Connect factors, roots, multiplicity, and graph behavior.
Simplify and solve rational relationships while recognizing restrictions.
Work with radicals, irrational values, and basic complex-number operations.
Analyze exponential change and compare it with linear change.
Use logarithms to solve and interpret inverse exponential relationships.
Model arithmetic and geometric patterns with recursive and explicit rules.
Represent and solve multi-variable systems using algebraic and matrix approaches.
Select, fit, and critique function models from contextual information.
Integrate function families and algebraic methods in cumulative applications.
Course status
This course is not yet open for enrollment and does not include lessons, practice, assessments, or formal credit. You can review the outline while it is developed.
Recommended learning paths
These paths show a recommended order. Branches identify connected study that can follow once prerequisites are complete.
Learning path
A connected progression through pre-algebra, algebra, geometry, functions, and precalculus.
End capabilityEnter introductory college mathematics or calculus preparation with a connected algebra-and-geometry foundation.