You must put your calculators under your desk for part A and may not revisit part A after starting part B. Once you have finished part A after 60 minutes you cannot go back to it anymore. This counts as 16.7% of the total exam score.Įach part in section I is timed separately, and you may work on each part only during the time allotted for it. Part B: 15 questions, 45 minutes (calculator). This counts as 33.3% of the total exam score. Part A: 30 questions, 60 minutes (non calculator). The multiple choice is separated into 2 parts Section I consists of 45 multiple choice questions and lasts for 105 minutes. Students are given a 10 minute break between section I multiple choice and section II free response. Both AB and BC have the same number of multiple choice and free response problems (45 multiple choice and 6 free response). There are 2 sections (multiple choice and free response) each worth 50% of the exam. Both the AP calculus AB and BC exam are three hours and fifteen minutes long. The structure of the AB and BC exams are identical. The AB sub-score is based on the correct number of answers pertaining to AB material only. The AB subscore shows how one did on the part of the BC exam devoted to Calculus AB topics, which is approximately 60% of the exam. This is because everything from the Calculus AB exam is also covered on the Calculus BC exam. Students taking the Calculus BC exam will earn a score for both Calculus AB and Calculus BC (in other words students will get an AB subscore in addition to their BC exam). Analysis of Series (Geometric, Harmonic, Taylor and Power series).Vector Calculus (vector functions) - motion in plane.In addition to topics from Calculus AB, the AP Calculus BC exam covers the following: BC has all the same topics as AB plus some more topics. The major differences between Calculus AB and BC are the range of topics rather than difficulty. Make sure you are strong with using your graphing calculator though. ![]() You can still get away with doing very well in the exam without being “super strong” at these pre-requisite topics. Functions - composite, inverse, domain and range, modulus functions and asymptotes.Pre-requisite topics that are required from pre calc are: Integration + applications - antiderivatives and indefinite integrals, definite integrals, fundamental theorem of calculus, accumulation of change, integration by substitution, area under a curve, volume of revolution, volumes of known cross sections, integral graphs, differential equations (solving basic equations and slope fields), Riemann sums (summation and integral notation), Mean Value Theorem for integrals.Differentiation + applications - first principles, average rate of change versus instantaneous rate of change at a point, connecting differentiability and continuity, basic rule plus chain rule (power, exponential, ln and trig) combined with product and quotient rule, implicit differentiation, related rates, stationary points (max and min), optimisation, increasing/decreasing, points of inflection, concavity, analysing derivate graphs and Mean Value Theorem.Continuity - defining continuity, confirming continuity, ensuring continuity, connecting limits, types of discontinuities and intermediate value theorem.Limits - defining limits, determining limits and using limits to analyse asymptotes.Graphing rational functions and finding asymptotes.Also check which course your univiersity requires. If you did well in precalculus, especially if you found this course quite easy then you should consider going taking BC. How can students decide between taking AB and BC? Precalculus is the main prerequisite for both Calculus AB and Calculus BC. There are two AP calculus options - AB and BC. Every single AP Calculus AB and BC past exam paper including full papers, mark schemes and written mark schemes/model solutions for the multiple choice and free response questions from 1969 onwards can be found below.
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