Calculus Flows: Rate In, Rate Out Explained

Ever wondered how fast a swimming pool fills up or how quickly your coffee cools down? These are classic examples of rate in, rate out problems, a cornerstone of AP Calculus. This concept isn't just about plugging numbers into formulas; it's about understanding how quantities change over time. We'll explore how derivatives and integrals help us analyze these dynamic situations, from water tanks to population growth. Get ready to dive into the world of accumulating change and master these essential calculus skills!