(Running Linux from 1994-2018)
Fall 2022 MAT225 Lecture 202:
Lecture 202, this week on Monday 10/03/2022, we spent the whole class practicing the Second Partials Test for Optimization! We applied the Hessian Determinant:
D=(fxx)(fyy)-(fxy)(fyx)
to find out if we had a max, min or saddle point at a given critical point on the surface of z=f(x,y) such that fx=0 and fy=0 simultaneously. In fact, we found that most problems have fxy=fyx so the Hessian Matrix gives:
D=(fxx)(fyy)-(fxy)^2
instead. Here's an example we did on Colab maximizing the volume of an Aquarium given a constraint.
This week we only had the one lecture as we are off on Wednesday for Yom Kippur. Next week we will continue our work on Partial Derivatives in Chapter 15 on Monday and have a homework clinic on Wednesday!
Elementary Calculus:
Last, but not least, remember this unit's mascot, Hedwig the Owl of Harry Potter fame, is here to cheer you on!
That's it for now. I hope you find this note is helpful and I hope that you will learn a lot this semester in my class!
Be well,
A. Jorge Garcia
Applied Math & CS
Nassau Community College
Well, that's all folks!
HTH & stay safe,
www.patreon.com/calcpage2020
https://www.udemy.com/user/alvar-garcia-fernandez
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2017 NYS Secondary Math PAEMST Nominee
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