Subject
Master logical thinking and quantitative reasoning
From foundational number sense to advanced calculus and beyond, explore comprehensive math topics with guided lessons, interactive practice, and real-world applications. Build problem-solving skills across algebra, geometry, trigonometry, statistics, and higher mathematics.
Work through the sequence to build mastery step-by-step. Jump into any topic at any time.
Build fluency with whole numbers, place value, and operations.
Compare, convert, and operate with fractions and decimals.
Model relationships with ratios, rates, and proportions.
Solve discounts, markups, tax, and interest problems.
Describe data with measures of center and spread.
Strengthen spatial reasoning with polygons, transformations, and coordinate proofs.
Strengthen spatial reasoning with polygons, transformations, and coordinate proofs.
Build fluency with expressions, linear equations, and inequalities using visual explanations and adaptive practice. Master the foundation of algebra and mathematical problem-solving.
Understand functions, domain/range, and representations.
Analyze parabolas via factoring, vertex form, and graphs.
Model repeated multiplication processes and half-life.
Solve systems via graphing, substitution, and elimination.
Add, subtract, multiply polynomials; special products.
Analyze arithmetic and geometric sequences and sums.
Explore shapes, angles, and spatial reasoning with interactive constructions and proofs.
Explore shapes, angles, and spatial reasoning with interactive constructions and proofs.
Master sine, cosine, tangent and their applications in triangles, circles, and periodic phenomena. Learn trigonometric identities, inverse functions, and real-world applications.
Analyze data distributions, calculate probabilities, and make informed decisions using statistical reasoning. Master data analysis, hypothesis testing, and probability theory.
Connect limits, derivatives, and integrals with conceptual narratives and guided practice.
Investigate properties of integers, prime numbers, modular arithmetic, and applications to modern cryptography. Explore the mathematics behind internet security and encryption.
Explore vectors, matrices, linear transformations, and their applications in computer graphics and data science. Master the mathematics of multidimensional spaces.
Model dynamic systems using differential equations and explore solutions to population growth, oscillations, and decay problems. Master the mathematics of change and motion.