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# Get ready for AP® Calculus

Evaluating functions: Get ready for limits and continuityInputs and outputs of a function: Get ready for limits and continuityComposing functions: Get ready for limits and continuityPiecewise functions: Get ready for limits and continuityIntroduction to factoring: Get ready for limits and continuityFactoring quadratics intro: Get ready for limits and continuityFactoring quadratics by grouping: Get ready for limits and continuityFactoring quadratics with difference of squares: Get ready for limits and continuityFactoring quadratics with perfect squares: Get ready for limits and continuityFactoring higher degree polynomials: Get ready for limits and continuityIntroduction to the trigonometric ratios: Get ready for limits and continuity

The reciprocal trigonometric ratios: Get ready for limits and continuityUnit circle introduction: Get ready for limits and continuityRadians: Get ready for limits and continuityThe Pythagorean identity: Get ready for limits and continuitySpecial trigonometric values in the first quadrant: Get ready for limits and continuityTrigonometric identities on the unit circle: Get ready for limits and continuityAngle addition identities: Get ready for limits and continuityReducing rational expressions to lowest terms: Get ready for limits and continuityEnd behavior of rational functions: Get ready for limits and continuityDiscontinuities of rational functions: Get ready for limits and continuityMultiplying and dividing rational expressions: Get ready for limits and continuity

Intro to slope-intercept form: Get ready for differentiation: definition and basic derivative rulesWriting slope-intercept equations: Get ready for differentiation: definition and basic derivative rulesPoint-slope form: Get ready for differentiation: definition and basic derivative rules

Average rate of change: Get ready for differentiation: definition and basic derivative rulesRational exponents: Get ready for differentiation: definition and basic derivative rulesProperties of exponents: Get ready for differentiation: definition and basic derivative rulesIntroduction to logarithms: Get ready for differentiation: definition and basic derivative rules

Composing functions: Get ready for differentiation: composite, implicit, and inverse functionsLinear equations with unknown coefficients: Get ready for differentiation: composite, implicit, and inverse functionsIntro to inverse functions: Get ready for differentiation: composite, implicit, and inverse functions

Invertible functions: Get ready for differentiation: composite, implicit, and inverse functionsInverse trigonometric functions: Get ready for differentiation: composite, implicit, and inverse functionsInverse functions in graphs and tables: Get ready for differentiation: composite, implicit, and inverse functionsVerifying inverse functions by composition: Get ready for differentiation: composite, implicit, and inverse functions

Word problems with multiple units: Get ready for contextual applications of differentiationLinear equations word problems: Get ready for contextual applications of differentiationInterpreting function notation: Get ready for contextual applications of differentiation

Average rate of change word problems: Get ready for contextual applications of differentiationModeling with composite functions: Get ready for contextual applications of differentiationModeling with right triangles: Get ready for contextual applications of differentiationVolume and surface area: Get ready for contextual applications of differentiation

Maximum and minimum points: Get ready for applying derivatives to analyze functions Intervals where a function is positive, negative, increasing, or decreasing: Get ready for applying derivatives to analyze functions Interpreting features of graphs: Get ready for applying derivatives to analyze functions

Distance formula: Get ready for applying derivatives to analyze functions Square-root equations: Get ready for applying derivatives to analyze functions Zeros of polynomials: Get ready for applying derivatives to analyze functions Positive and negative intervals of polynomials: Get ready for applying derivatives to analyze functions

### Unit 8: Get ready for parametric equations, polar coordinates, and vector-valued functions (BC only)

Sectors: Get ready for parametric equations, polar coordinates, and vector-valued functions (BC only)Vectors introduction: Get ready for parametric equations, polar coordinates, and vector-valued functions (BC only)Vector components: Get ready for parametric equations, polar coordinates, and vector-valued functions (BC only)

Magnitude of vectors: Get ready for parametric equations, polar coordinates, and vector-valued functions (BC only)Scalar multiplication: Get ready for parametric equations, polar coordinates, and vector-valued functions (BC only)Direction of vectors: Get ready for parametric equations, polar coordinates, and vector-valued functions (BC only)Vector components from magnitude & direction: Get ready for parametric equations, polar coordinates, and vector-valued functions (BC only)

Test your knowledge of the skills in this course. Have a test coming up? The Course challenge can help you understand what you need to review.