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AP Calculus AB/BC

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How to Get a 5 in AP Calculus AB/BC

Is AP Calculus AB/BC Hard? Is AP Calculus AB/BC Worth Taking?

AP Calculus will probably be more difficult than the other math classes you've taken. At the same time, it's totally doable! Concepts build on each other pretty quickly, so make sure to keep up with the work and ask questions if you're confused. It's a new way of thinking, but as long as you have a solid foundation in algebra, you'll make it through.

What is implicit differentiation and how do I do it?

By now, you've probably covered basic differentiation of a function y in terms of a single variable x. This is called explicit differentiation.

What is U-Sub and How Do I Use It?

U-sub, also known as integration by substitution, is one of the key components of integrals. Need a refresher on integration, check out this 🎥 v ideo on integration techniques first!

How do I take a Derivative?

So, chances are that you've either started looking at what you need to know for AP Calc to get a head start or you're starting the class and you're completely lost. Fear not, this'll go through the basics and everything you need to know about derivatives!

How to do a Riemann Sum?

A Riemann Sum estimates the area under a curve using rectangles. While this technique is not exact, it is an important tool that you can use if you are unable to differentiate or integrate an equation. Need more help, check out this other study guide for Riemann Sum explanation and practice!

Perfect Memes for AP Calculus AB/BC

Keeping up with the fast and challenging curriculum of AP Calculus can be hard to handle sometimes. Looking at calculus memes can help you understand complex topics in a more enjoyable way. These ten memes have humorous and educational aspects that will help you better understand AP Calculus.

AP Calculus: Riemann Sums

The Riemann Sum is a way of approximating the area under a curve on a certain interval [a, b] developed by Bernhard Riemann. The way a Riemann sum works is that it approximates the area by summing up the area of rectangles and then finding the area as the number of rectangles increases to infinity with an infinitely thin width. The following gif may give you a better visual example:

What to Know Before Taking AP Calculus AB

I’ll be honest with you - AP Calculus AB is one of the most difficult courses out there. Lucky for you, I'm here to share my tips and tricks on how to succeed on the AP exam - from solving complex, multi-step problems to understanding the wording of problems on the test.

What is a Limit?

📍Watch AP Calculus teacher Jamil Siddiqui, the Massachusetts Teacher of the Year 2019, explain graphical limits.

Unit 2 Review - Differentiation: Definition & Fundamental Properties

Unit 1 Review - Limits & Continuity

We all know that iconic scene from Mean Girls. The one where Cady competes in the Mathletics competition and puts Marymount High to shame as she utters this famous line:

U-Substitution

⚡️Watch: AP Calculus AB/BC - Integration by Substitution

Defining and Taking Derivatives

At this point, you should be able to recognize quite a few ways to write the derivative:

Calculator Functions That'll Save Your Life

On the AP Calculus Exam, you will be required to use a graphing calculator on both the Multiple Choice and Free Response Section. Thus, you should be a master with your calculator by the time you walk into that exam room. Here are some tips to use your calculator to its full potential on the AP Calculus Exam!

Best AP Calculus AB/BC Quizlet Decks By Unit

One of the most popular study sites used by AP students is Quizlet and for good reason! Quizlet combines the classic flashcard studying method with unique, fun games to learn vocabulary. However, the number of resources provided by Quizlet can make it challenging to find the best decks for each AP Calculus AB and BC Unit.

browse by units

Free Review 2020

18 resources

Free Response Questions (FRQ)

10 resources

Unit 1: Limits & Continuity

24 resources

Unit 2: Differentiation: Definition & Fundamental Properties

19 resources

Unit 3: Differentiation: Composite, Implicit & Inverse Functions

16 resources

Unit 4: Contextual Applications of the Differentiation

11 resources

Unit 5: Analytical Applications of Differentiation

17 resources

Unit 6: Integration and Accumulation of Change

7 resources

Unit 7: Differential Equations

10 resources

Unit 8: Applications of Integration

16 resources

Unit 9: Parametric Equations, Polar Coordinates & Vector Valued Functions (BC Only)

11 resources

Unit 10: Infinite Sequences and Series (BC Only)

16 resources

Multiple Choice Questions (MCQ)

1 resource

Blogs

16 resources

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