Curriculum map
The whole path, from arithmetic foundations to full test-day practice. Modules that are live are linked; the rest are on the way. 23 built so far.
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Foundations
The arithmetic and pre-algebra everything else stands on.
- F1 Operations & Integers One right order for every calculation — and two traps that catch almost everyone. Open → F2 Factors, Multiples & Primes See what numbers are built from, and GCF vs LCM stops being a coin flip. Open → F3 Fractions Learn to see fractions and every rule — even flip-and-multiply — makes sense. Open → F4 Decimals & Place Value What each digit after the point is worth — and why longer never means bigger. Open → F5 Percentages One scale out of 100 — tips, discounts, and backwards questions included. Open → F6 Ratios, Rates & Proportions Keep two quantities in step and one proportion solves the rest. Open → F7 Exponents & Roots Write the copies out and the exponent rules stop being magic — and a square root is the same question asked backwards. Open → F8 Introduction to Variables Letters standing in for numbers — and the moves that keep them tidy. Open → ∞ Practice Lab Infinite mixed ladders — five fresh exercises, warm-up to challenge, every step traced to its lesson. Open → ★ Stage test A mixed test drawing questions from every unit in this stage. Open →
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Algebra
Equations, lines, functions, and systems — the core of every test.
- A1 Linear Equations (one variable) Keep the balance, undo the operations, and x has nowhere to hide. Open → A2 Linear Inequalities (one variable) Answers that are whole ranges — and the one sign flip everyone forgets. Open → A3 The Coordinate Plane & Slope Every point gets an address; every line gets a tilt you can measure. Open → A4 Linear Equations (two variables) The same line written three ways — each form gives away a different fact. Open → A5 Linear Functions A machine with a rule inside — and what its slope says about the world. Open → A6 Systems of Equations Where two lines cross, both equations tell the truth at once. Open → A7 Systems of Inequalities Shade each inequality and the answer is the region where they all agree. Open → ∞ Practice Lab Infinite mixed ladders — five fresh exercises, warm-up to challenge, every step traced to its lesson. Open → ★ Stage test A mixed test drawing questions from every unit in this stage. Open →
2 8 / 8
Advanced Math
Quadratics, exponentials, radicals, and polynomials.
- M1 Equivalent Expressions One expression, many costumes — change its look without changing its value. Open → M2 Quadratic Expressions & Factoring Every trinomial hides a pair of numbers — find it and the factoring falls open. Open → M3 Quadratic Equations An equation that equals zero confesses — and one small number under the root counts your answers before you find them. Open → M4 Quadratic Functions & Parabolas Every quadratic is a parabola, and the way you write it decides which landmark — the peak, the crossings, or the start — you read off for free. Open → M5 Exponential Functions A line adds the same amount every step; this one multiplies by it — and that single word is what makes growth run away from you. Open → M6 Radicals & Rational Exponents Roots and powers turn out to be one language — a fraction in the exponent is a root in disguise, and the rules you already trust keep working. Open → M7 Polynomial & Rational Expressions Polynomials divide like numbers do — remainder included — and when they stack into fractions, the bottom's zeros become points the graph can never touch. Open → M8 Nonlinear Systems & Transformations Where a line meets a curve, one substitution finds the crossings and one small number counts them — and the same four moves can carry any graph anywhere on the plane. Open → ∞ Practice Lab Infinite mixed ladders — five fresh exercises, warm-up to challenge, every step traced to its lesson. Open →
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Problem-Solving & Data
Ratios, percentages, statistics, and probability in context.
D1 Ratios, Rates & Units in Context Including unit conversion. soon
D2 Percentages in Context Interest, markup/discount, multi-step percent problems. soon
D3 One-Variable Statistics Mean, median, mode, range, spread, outliers. soon
D4 Two-Variable Data Scatterplots, best fit, reading tables and graphs. soon
D5 Probability Basic probability, two-way tables, conditional probability. soon
D6 Sample Statistics & Inference Sampling, margin of error, evaluating claims. soon
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Geometry & Trigonometry
Angles, triangles, circles, area, volume, and right-triangle trig.
G1 Lines, Angles & Polygons Angle relationships, parallel lines, polygon angle sums. soon
G2 Triangles Properties, similarity, congruence, the triangle inequality. soon
G3 Area, Perimeter & Volume 2D area, 3D volume and surface area. soon
G4 Right Triangles & Pythagoras Special right triangles (45-45-90, 30-60-90). soon
G5 Trigonometry Sine, cosine, tangent; SOH-CAH-TOA. soon
G6 Circles Arcs, sectors, inscribed angles, the equation of a circle. soon
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Test Readiness
Mixed, timed, full-length practice under real conditions.
T1 Mixed Problem Sets Untimed, drawing from all four domains. soon
T2 Calculator / Desmos Fluency premium Using the graphing calculator strategically. soon
T3 Timed Module Practice premium 22 questions in 35 minutes, one module at a time. soon
T4 Full-Length Timed Sections premium Both modules back-to-back, real conditions. soon
T5 Error Review & Drilling premium Analyze every miss; re-drill until it disappears. soon