AP® Calculus AB & BC

The mean value theorem is an important principle in calculus that connects average rate of change to instantaneous rate of change. Many students preparing for

The derivative quotient rule is an essential technique in AP® Calculus AB-BC. It helps when finding the derivative of a function expressed as one expression

Understanding how to differentiate a polynomial function is a key part of success in AP® Calculus AB-BC. This topic aligns with the standards FUN-3.A.2 and

Derivatives are a central part of calculus, measuring how functions change with respect to their inputs. Learning the basics of derivatives sets the stage for

Derivatives measure how a function changes at any specific point. However, it is not always possible to rely on standard differentiation rules. When faced with

The difference quotient formula helps measure how much a function changes over a small interval. It is a powerful concept because it lays the groundwork

Limits of rational functions play a major role in AP® Calculus AB-BC, especially when preparing for exam questions on continuity and asymptotic behavior. Therefore, gaining

Limits are a key part of calculus, helping students understand how functions behave as inputs get closer and closer to specific values. In many cases,

Limits are a foundation of calculus. They describe the behavior of functions as inputs approach certain values, whether finite numbers or infinity. Often, these limits