In this video, we discuss how to do related rates problems. We go through all the steps and give you a blueprint of how to do these problems. Then we work through an example practice problem so you can see how to apply all of the needed steps.
The problem is:
Let's say you're making a special latte and pouring steamed milk into a cone-shaped cup at a rate of 2.5 cubic inches per minute. The cup, with its point down, has a height of 4 inches and a base diameter of 3 inches. How quickly is the milk level rising when the milk reaches a depth of 2 inches?
Chapters
0:00 Introduction and The Elite Guide to AP Calculus AB
0:31 4 Main Steps for Related Rates Problems
1:36 The Problem
1:58 Draw a Diagram
6:17 Create an Equation
12:35 Differentiate Implicitly
13:40 Solve for Desired Rate
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📚 Buy My Book - The Elite Guide to AP Calculus AB - https://www.amazon.com/Elite-Guide-Calculus-Strategies-Confidence/dp/B0FPBQT314/
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