4 7 Applied Optimization Part

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Objective and then if I take the second derivative of this I get 240 x - 60 x to the power three now factor 60x and Finding optimal situations with calculus. Examples include the rectangle problem, the run/swim problem, and the hallway problem. Okay welcome back and now we're going to do maximizing time okay so here's another Okay welcome back and now what we're going to do is we're going to start talking about um Minimize surface area okay now what is surface area so let's get the formula the formula

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4.7 Applied Optimization Problems
Calc1 Sec 4 7 Applied Optimization Problems Example3
Calc1 Sec 4 7 Applied Optimization Problems Intro
Sec 4 7 Applied Optimization Problems Q2
Calc1 Sec 4 7 Applied Optimization Problems Example6
MATH 1020 Sec 4 7 Applied Optimization Problems Q6
MATH 1020 Sec 4 7 Applied Optimization Problems Q7
4 7 Applied Optimization, Part One, Introduction and Methods
Calculus 1: Optimization Problems (Section 4.7) | Math with Professor V

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Last Updated: June 8, 2026

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