![]() icon-box8 i.colorskin-custom ul.check2 li:lorskin-custom li.check2:lorskin-custom. llms-access-plan-restrictions ul li a.colorskin-custom. products li a.add_to_cart_lorskin-custom. This unit is followed by the Final Review and Exam. This unit provides practice with problems such as those encountered on the AP Calculus BC exam. ![]() This unit discusses dot and cross products, vector valued functions, differentiation, integrations, velocity, and acceleration. ![]() This unit covers derivatives and second derivatives of parametric equations, arc length, polar coordinates including area and arc length, and derivatives of polar functions. This unit discusses sequences, telescoping series, integral test and p-series, and alternating series, direct and limit comparison tests, ratio and root tests, Taylor Polynomials and Taylor’s Theorem, power series, and Taylor series for familiar functions. This unit is followed by the Mid-Term Review and Exam. This unit includes the chain rule, u-substitution, expanding, separating the numerator, completing the square, dividing, adding and subtracting terms, trig identities, integration by parts, trig integrals, trig substitution, partial fractions, L’Hopital’s Rule, improper integrals, and Euler’s Method. Scope and Sequence Unit 1 – Techniques of Integration This course was developed by the International Academy of Science. Students also know how to work with parametric equations, polar coordinates and functions, and vector quantities and know how to calculate dot and cross products. Students are familiar with sequences and various series and converge tests. They also know how to use separable differential equations and are familiar with slope fields. Students know how to use integration to solve various real world problems including work problems and problems based upon liquid pressure and fluid force. They know how to use integration to calculate volumes of solids of revolution and surface area. Students are familiar with various integration techniques, including the chain rule, u-substitution, integration by parts, trig substitution, and partial fractions. Students know how to approximate the area under curves using numerical methods and how to calculate the exact area using integration. They are familiar using derivatives in real world situations. They know how to use Calculus to analyze various functions and sketch graphs based on their derivatives. They know how to differentiate functions and use various differentiation rules including the combination rules and the chain rule. Students successfully completing these courses will know what limits are and how to compute them. ![]() (These courses have been audited and approved by the College Board to carry the AP designation and have been acknowledged to provide students with a college-level learning experience.) Students completing this series will have taken the equivalent of two-semesters of college Calculus. This course has been audited and approved by the College Board.Īcellus AP Calculus BC is A-G Approved through the University of California.Ĭourse Objectives & Student Learning OutcomesĪcellus AP Calculus is a two part-series consisting of Acellus AP Calculus AB and BC. This provides insight few students experience in more conventional Calculus courses, empowering them with the knowledge required to solve real world problems.Īcellus AP Calculus BC is taught by veteran AP Calculus teacher, Patrick Mara. Students completing this course will be able to take the AP Calculus exam, enabling them to earn college credit for taking this course while still in high school.īesides learning how to use the basic tools of Calculus, students completing this course learn on a deeper level what they are really doing and why it works. Acellus AP Calculus is a two-part advanced placement course providing students with the curriculum required by the College Board for AP Calculus AB and BC.
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