2017 math entrance: average rate of change

Master essential calculus problems with step-by-step solutions for rate of change, derivatives, and cubic functions. Improve your exam scores. This tutorial breaks down the core concepts needed to solve common calculus problems efficiently. If you are a student working through homework or preparing for a test, these examples clarify how to approach complex functions. We walk through the specific process for calculating the average rate of change over an interval, ensuring you understand the underlying mechanics. Following the rate of change segment, we move into derivative examples. You will see a clear demonstration of the chain rule in action, which is a frequent sticking point for many learners. Finally, the video covers how to locate local extrema for a cubic function. By analyzing these specific cases, you gain the confidence to apply these methods to any similar equation you encounter. Subscribe for weekly math problem breakdowns, and comment which calculus topic you want to see explained next.