Course Catalog
School Math & Advanced Math
Explore our comprehensive curriculum — from foundational School Math aligned with Common Core and NGSS to competition-level Advanced Math that goes far beyond traditional school standards. Proof-based, problem-solving focused, and designed for ambitious learners.
Available Courses
Foundational courses aligned with Common Core and NGSS. Each course builds strong background for honors and upper-level math. Prerequisites: Pre-Algebra or placement test where noted.
The main objective of Algebra-1 is to provide students with a strong background for all mathematical courses ahead. Basics of algebraic problem-solving are systematically taught — equations, inequalities, functions, polynomials, and data analysis in real-life contexts. Prepares for Honors Algebra-1, 2 and upper level courses.
- Write expressions and evaluate them with unknown values
- Use properties to simplify expressions
- Identify types of relationships represented by proportions
- Use inverse operations to simplify and find equivalent equations
- Solve equations using operations and equality properties
- Write and plot inequalities
- Model real-world situations using functions and systems
- Simplify expressions with exponent properties
- Explore exponential, polynomial, quadratic, rational and radical functions
- Interpret and analyze data with multiple approaches
Textbook: Mathematics Enhancement Programme — cimt.org.uk + Problem-Attic sets — problem-attic.com
Covers required concepts of Euclidean geometry including definitions, postulates, and theorems. Areas: tools/language of geometry, reasoning & proof, parallel/perpendicular lines, congruent triangles, polygons, similarity, right triangles & trigonometry, transformations, area/volume, circles, probability. Prepares for Honors Geometry.
- Understand tools and language of Geometry — points, lines, planes, angles
- Apply logical reasoning and proofs
- Understand properties of parallel and perpendicular lines
- Special lines in triangles and triangle congruence proofs
- Properties of polygons and quadrilaterals
- Similarity and right triangle relationships
- Perform transformations and apply to real world
- Area, surface area, volume of 3D figures
- Theorems for segments touching circles
- Conditional probability and decision making
Textbook: MEP + Problem-Attic
Builds on algebraic and geometric concepts. Develops advanced skills: function families, quadratic functions & complex numbers, polynomial expressions, exponential & logarithmic functions, rational functions, statistics, periodic functions & trigonometry. Prepares for upper level courses.
- Use algebraic expressions to represent patterns; solve equations, inequalities, absolute value
- Model real world with functions; transformations and characteristics
- Vertex & standard form, factoring quadratics, complex numbers
- Classify, graph, end behavior of polynomials; zeros and transformations
- Long & synthetic division, radicals, composite & inverse functions
- Exponential & logarithmic relationship; rational functions & equations
- Theoretical/experimental probability, data comparison
- Radians, periodic data, trigonometric identities & equations, right triangle trig
Textbook: MEP + Problem-Attic
For students with strong background in Trigonometry and Algebra. Prepares for AP Calculus AB or college calculus. Covers polynomial & rational functions, arithmetic & geometric progressions, trig functions & inverses, identities, plots, combinations & permutation, theory of equations, polar coordinates, induction, parametric equations.
- Derivatives, marginal cost/revenue/profit, higher derivatives interpretation
- Plots of polynomial functions, domains & limits of rational functions
- Inflection, critical & extreme points; optimization on closed intervals
- Average & total sales via integration, Power Rule & Chain Rule
- Depreciation, interest, demand, advertising, decay & elasticity using log/exp
- Definite & indefinite integration, implicit differentiation, area between curves
Textbook: MEP + Problem-Attic
Available Courses
Competition-level curriculum owned by CyberMath Academy — hand-picked problems from prestigious global competitions, historical problems and puzzles. Goes above and beyond Common Core with Socratic method and creative problem-solving emphasis.
Overview: Covers main topics in middle school math with challenging problems, puzzles and cyphers — topics typically not covered at traditional schools. Goes above and beyond Common Core. Socratic method, active participation, collaboration.
- Complete mastery of Pre-Algebra, Algebra I and Geometry + topics not in traditional curriculum
- Explain and employ theorems in Combinatorics, Number Theory, Geometry
- Reduce unfamiliar problems to basic principles, find shortcuts
- Build problem-solving intuition and creative thinking
Overview: Entire high school curriculum — trigonometry, advanced algebra, precalculus, advanced geometry, excluding calculus. Includes challenging topics outside traditional curriculum. Advanced 7th/8th graders and high schoolers. Emphasis on creative problem-solving.
- Mastery of Algebra II & Precalculus + Vieta’s formulas, Complex Numbers, Series manipulation
- Employ theorems in Combinatorics, Number Theory, Geometry
- Reduce unfamiliar problems to basic principles, find clever shortcuts
- Socratic dialogue, collaboration, critical thinking