More room to learn.

Function families and transformations, inverse functions, polynomial and rational behavior, unit-circle trigonometry, identities, vectors, sequences, and series.

• Reference notes and formula sheets
• Worked examples organized by unit
• Review sets and practice tests

Polynomial equations, rational expressions, exponential and logarithmic models, trigonometric relationships, circles, statistics, and probability.

• Unit notes and vocabulary
• Graphing and modeling examples
• Assessment review packets

Limits and continuity, derivative rules and applications, definite and indefinite integrals, the Fundamental Theorem of Calculus, differential equations, and introductory series.

• Concept explanations with graphs
• Step-by-step derivative and integral examples
• AP-style free-response practice

Linear systems, complex numbers, quadratics, polynomial operations, rational equations, radicals, exponential and logarithmic functions, and introductory statistics.

• Skill refreshers
• Error-analysis examples
• Mixed practice sets

Logical reasoning and proof, congruence and similarity, coordinate geometry, transformations, circles, area, surface area, volume, and right-triangle trigonometry.

• Theorem and definition index
• Proof-writing examples
• Diagram-based practice

Displaying and describing data, study design, probability, random variables, sampling distributions, confidence intervals, hypothesis tests, and regression.

• Calculator and technology notes
• Interpretation sentence frames
• Practice investigations