Contextual Applications of Differentiation-Interpreting derivatives in context, using rates of change in motion and other context, applying related rates, approximating using linearization, and applying L’Hospital’s Rule.Differentiation: Composite, Implicit, and Inverse Functions-Applying the Chain Rule, using implicit differentiation, differentiating inverse functions, and calculating higher order derivatives.Differentiation: Definition and Basic Rules-Defining average and instantaneous rates of change, defining the derivative of a function, estimating derivatives at a point, connecting differentiability and continuity, applying the Power Rule, the Product Rule, and the Quotient Rule, and determining derivatives of constants, sums, differences, and constant multiples, trigonometric functions, e x, and ln x.
Limits and Continuity-Defining limits, estimating limits from graphs and tables, determining limits using algebraic properties and manipulation, applying the Squeeze Theorem, Determining types of discontinuities, understanding asympototes, and the applying Intermediate Value Theorem.You should be familiar with the following topics: The College Board is very detailed in what they require your AP teacher to cover in his or her AP Calculus BC course. If you score high enough on the exam, your AP Calculus score could earn you college credit!Ĭheck out our AP Calculus BC Guide for the essential information you need for the exam:
Calc bc review full#
For full details, please click here.Īre you familiar with the Mean Value Theorem? Can you calculate derivatives? The AP ® Calculus BC exam tests topics and skills discussed in your AP Calculus BC course. COVID-19 Update: To help students through this crisis, The Princeton Review will continue our "Enroll with Confidence" refund policies.
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