Preface | MIT Calculus Revisited: Single Variable Calculus

This is amazing! The fonts are easy on eyes and page renders beautifully. If you are looking for vidoes, then check lectures by Herber Gross [0] on Youtube. These were recorded in 70s. They are in black & white, gives a feeling of watching some old beautifully shot movie. He goes into basics and gives you a taste of all derivations, by hand. Watch the first lecture by yourself [1] and you will immediately realise how good are these. On a similar note, any similar resources like the one submitted, but for Linear Algebra? I am aware of Gilbert Strang's book [2] and vidoes [3], but I find them advanced for a beginner. [0] - [link] [1] - [this video] [2] - [link] [3] - [link]

Ignoring the moral question in the story, many people are satisfied by saying "haha funny, the cat is both dead and alive" and they just move on. Reading Pratchett for almost 30 years, it has fueled quite an interested in quantum mechanics in me, he subtly introduces QM teasers in almost every book I read. Particularly Mort. As I dropped out of highschool, I didnt have the luck to properly study physics, but in my 30s, I my existential crisis hit, as they say, a man dies twice, and the stupid half dead cat wouldn't leave me alone. And one night the omnipotent youtube algorithm recommended Susskind's lectures to me, then Feynman, Shankar, .. it just kept going. Now I watch and re-watch them but take screenshots and send them to claude when I am confused (which is still most of the time). If you are a layman like me and just want to know what is up with the cat, I encourage you to watch Sean Carroll's lectures (dont miss the Q&A videos) and it will for sure allow you to ask at least better questions. I love that cat so much. --- Sean Carroll: [link] Richard Feynman: [link] and [link] Leonard Susskind: [link] Ramamurti Shankar: [link] Barton Zwiebach: [link] Carl Bender: [link] If you struggle with calculus, I found Herb Gross to be partucularly good Herb Gross: [this video] Of course watch 3blue1brown, alphaphoenix, styropyro etc as well

[this video] There are many, many ways to study calculus, so take this as a preference. For example, this wouldn't be my first choice. In general, I find the "Definition. Axiom. Theorem." approach very dry and just doesn't fit reality. Nobody ever discovered mathematics like this. One of the best books I've read is Gausses "Disquisitiones Arithmeticae" rather than any modern Theory of Numbers book. I've had more insight in sums manipulations (and various little tricks, some of them not even justified in modern mathematics) from Euler's letters than any other book on this subject. I don't know what happened in the meantime. It sure doesn't look like 18/19 century books were so dry like the ones today.