Constrained Optimization with LaGrange Multipliers
Introduction to Double Integrals
How to Solve Double/Repeated/Iterated Integrals
Double Integrals Over Polar Regions
I’ve just finished writing my latest update-on-life kind of blog. I’ve explained that I’ve been at odds with consistently writing my blogs, as I’ve been so pressed for time, and the blogs have taken up so much of my time. I’ve thought about just ditching the project altogether. Not today.
With that being said, what I’m also not going to do today is elaborate on what I’ve learned. In fact, what I’ll be saying instead is that moving forward I won’t be doing the same pedantic, long-winded explanations of what I’ve learned. While they’ve been very useful in consolidating what I’ve learned, they’ve also been very useful in burning through my precious time.
The fact is there’s really no point in me explaining the math I’ve learned. The point of this blog when I started it was to track my progress rather than expound upon the lessons I’ve learned.
Moving forward, I’ll keep my blog entries shorter and sweeter.
I’m nearing the end of Calculus 3. It’s wild to think that it’s been around 20 months since I started out with Precalculus, and here I am grinding out double polar integrals, while stopping to daydream about what’s coming down the pipeline. There’s much I’d like to learn, and yet I want this study to lead me somewhere.
OK, enough writing for now. I’ve said it. I recently started learning about Centers of Mass. I’ll report back later when I’m done. Until then…