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He point 1, 4 . (A) 3 y 2 x 10 (B) 3 y 2 x 10 (C) y 4 x (D) 7 y 4 x 24 (E) 7 y 4 x 24 12. The points P and Q on the graph of y 2 xy 8 0 have the same x-coordinate, x 6 . The point of intersection of the tangents to the graph at P and Q is 8 16 (A) , 3 3 16 8 (B) , 3 3 16 16 (C) , 3 3 8 8 (D) , 3 3 8 2 (E) , 3 3 Page 6 of 7.

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About the Course Explore the concepts, methods, and applications of differential and integral calculus, including topics such as parametric, polar, and vector functions, and series. You'll perform experiments and investigations and solve problems by applying your knowledge and skills.

AP®︎/College Calculus BC Unit 1: Limits and continuity. ... Unit 2Unit 2: Differentiation: definition and basic derivative rules. ... Unit 3Unit 3: Differentiation: composite, implicit, and inverse functions. ... Unit 4Unit 4: Contextual applications of differentiation. ... Unit 5Unit 5: Applying derivatives to analyze functions.

AP Calculus BC is the more advanced of the two courses and is designed to build off the skills students learned in AP Calculus AB. Because this is a very advanced course, students are expected to have a substantial math background. Learners may find it helpful to have taken AP Calculus AB before taking AP Calculus BC.

AP Calculus AB focuses on topics that are taught in the college-equivalent first-semester calculus class. AP Calculus BC focuses on topics covered in both first- and second-semester calculus classes.

In broader terms, A is differentiation, B is integration, and C is series. AB covers the first two topics while BC covers all three, thus the material is taught faster in BC than that in AB Calculus with a few extra topics like polar coordinates, parametric equations, and infinite series.

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