Calc ab11/22/2023 ![]() I decided to give these their own special group because although they are only a “type” of differentiation/integration, they are complex enough to classify as a whole other major area. Implicit, Inverse, and Composite Functions This includes being able to discern estimates of derivatives through a graph, differentiation of a straight equation, practical applications of derivatives, and understanding the relationship between differentiation and integration. On the multiple-choice sections, you’ll get about 25-30 questions on differentiation, so it’s crucial you have a multifaceted understanding of what differentiation is. This, along with integration, makes up the “core” of what Calculus AB is really about. Differentiation, or finding the instantaneous slope of a curve (it’s really not as difficult as it sounds), is a skill which has far reaching applications in math and beyond. Differentiation/Applications of Differentiationĭifferentiation, more colloquially referred to as taking the derivative, is almost always the first “real” Calculus concept you’ll ever learn. While there are usually only about 5-10 questions on limits which show up in the multiple choice, many of the concepts (Fundamental Theorem of Calculus, calculating local maxima and minima, etc.) are reliant on you being able to make good use of your knowledge on limits. ![]() This is a concept which was probably introduced to you in Precalculus, but having a strong grasp of limits is important to answer many of the questions on the AP exam. Also, many of the topics are interwoven into one another, such that knowing one skill can complement the other if used properly. As you’ll read, many of the CollegeBoard units can be grouped under one unifying concept. Let’s go over these four major areas in a little more detail.
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