AP® Calculus AB & BC

Understanding implicit relations is a critical part of the AP® Calculus AB-BC curriculum. Students often encounter equations involving both and in one expression, making it

Optimization questions appear frequently in AP® Calculus and involve finding maximum or minimum values based on certain conditions. These problems are important because they help

Optimization calculus focuses on finding the greatest or smallest value of a function under certain constraints. These techniques appear frequently in AP® Calculus AB-BC and

Critical points play a major role in understanding a function’s behavior in calculus. They help determine where a function has a local maximum or minimum.

Concave Up vs Concave Down: AP® Calculus AB-BC Review Concavity helps reveal how a function bends or curves. In calculus, “concave up vs concave down”

Absolute or global extrema are essential concepts in Calculus. They describe the highest and lowest points that a function can reach on a specific interval.

The first derivative test is a valuable tool in calculus. It helps determine when a function has local maxima or local minima, often called local

Understanding increasing and decreasing intervals is crucial for success in AP® Calculus AB-BC. These intervals reveal where a function’s output is rising or falling, and

The Extreme Value Theorem plays a crucial role in AP® Calculus AB-BC. It guarantees that certain functions have both a highest and lowest point on