Number and algebra
HL-only depth: counting principles, complex numbers in Cartesian and polar forms, proof, and linear systems.
- Advanced algebra and proof
- Complex numbers
- Polynomial behaviour
- Series and convergence
- HL problem-solving chains
Practice betaThis is unofficial practice, not certified exam-board material.
Extend SL technique to HL-only content: complex numbers, further calculus and deeper proof. Selected topics only, not full syllabus coverage.
HL-only depth: counting principles, complex numbers in Cartesian and polar forms, proof, and linear systems.
HL-only depth: product rule, quotient rule and integration by substitution.
HL-only depth: polynomial division, the factor theorem and rational functions.
Extends SL probability with Bayes' theorem, the general variance formula for a discrete random variable, and continuous random variables.
HL-only depth: the vector cross and scalar triple products, the geometry of lines and planes in three dimensions, and compound and double angle identities.
Start with foundations, then move through application and challenge. Stages use activity marks and complexity.
Recall core ideas and establish reliable methods.
14 questions available0/14 completedConnect concepts and apply them in exam-style contexts.
55 questions available0/55 completedTackle advanced reasoning and multi-step questions.
6 questions available0/6 completedRecommended next: Number and algebra
HL-only depth: counting principles, complex numbers in Cartesian and polar forms, proof, and linear systems.
HL-only depth: product rule, quotient rule and integration by substitution.
HL-only depth: polynomial division, the factor theorem and rational functions.
Extends SL probability with Bayes' theorem, the general variance formula for a discrete random variable, and continuous random variables.
HL-only depth: the vector cross and scalar triple products, the geometry of lines and planes in three dimensions, and compound and double angle identities.
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