Starting a new Lecture Notes Series on Calculus - Max-Min Problems
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Calculus - Max-Min Problems
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Lecture 1: Open Box
Lecture 2: Rectangular Area
Lecture 3: Transmission Lines
Lecture 4: LargestTriangle in Semi-Circle
Lecture 5: Strongest Beam
Lecture 6: Largest Rectangular Package Volume
Lecture 7: Reviewing General Approach
Lecture 8: Reviewing General Approach: Example
Lecture 9: Maximize the Product of 2 Numbers
Lecture 10: Largest Cylinder that Fits in a Circular Cone
Lecture 11: Construct a Cylinder from the Least Material
Lecture 12: Find the Shortest Distance from the Graph
Lecture 13: Gas Tank Made from the Least Material
Lecture 14: Maximizing Apple Orchard Production
Lecture 15: Maximizing Rental Income
Lecture 16: Maximizing Size of a Postage Package
Lecture 17: Maximum Rectangle in a Triangle
Lecture 18: Maximum Area of Square + Circle
Lecture 19: Maximum Volume of a Closed Box
Lecture 20: The Sum of 2 Numbers
Lecture 21: The Maximum Cross Section
Lecture 22: Maximum Rectangle Inside a Semi-Circle
Lecture 23: Maximum Right Circular Cone
Lecture 24: Maximum Profit
Lecture 25: How to Calculate Marginal Cost: 2 Methods
Lecture 26: Find Shortest Ladder to Clear Wall
Lecture 27: Find Point of Least Light
Lecture 28: Find Shortest Rope
Lecture 29: Prove Fermat's Principle and Reflection
Lecture 30: Derive Snell's Law Using Least Time