What is Calculus?

Everything Everywhere Daily

Gary Arndt | Glassbox Media

History, Education

4.8 • 1.8K Ratings

🗓️ 28 October 2023

⏱️ 13 minutes

🔗️ Recording | iTunes | RSS

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Summary

As early as 2400 years ago, Greek philosophers were coming up with paradoxes that seemingly had no solution. Early mathematicians came up with problems that seemed impossible to solve. It wasn’t until the 17th century that the techniques were finally developed to solve these problems and unlock new fields of science and mathematics. Learn more about calculus, what it is, and what it attempts to do on this episode of Everything Everywhere Daily. Sponsors BetterHelp Visit BetterHelp.com/everywhere today to get 10% off your first month. Newspapers.com Newspapers.com is like a time machine. Dive into their extensive online archives to explore history as it happened. With over 800 million digitized newspaper pages spanning three centuries, Newspapers.com provides an unparalleled gateway to the past, with papers from the US, UK, Canada, Australia and beyond. Use the code “EverythingEverywhere” at checkout to get 20% off a publisher extra subscription at newspapers.com. ButcherBox ButcherBox is the perfect solution for anyone looking to eat high-quality, sustainably sourced meat without the hassle of going to the grocery store. With ButcherBox, you can enjoy a variety of grass-fed beef, heritage pork, free-range chicken, and wild-caught seafood delivered straight to your door every month. ButcherBox.com/Daily Subscribe to the podcast! https://link.chtbl.com/EverythingEverywhere?sid=ShowNotes -------------------------------- Executive Producer: Charles Daniel Associate Producers: Peter Bennett & Cameron Kieffer Become a supporter on Patreon: https://www.patreon.com/everythingeverywhere Update your podcast app at newpodcastapps.com Discord Server: https://discord.gg/UkRUJFh Instagram: https://www.instagram.com/everythingeverywhere/ Facebook Group: https://www.facebook.com/groups/everythingeverywheredaily Twitter: https://twitter.com/everywheretrip Website: https://everything-everywhere.com/ Learn more about your ad choices. Visit megaphone.fm/adchoices

Transcript

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0:00.0	As early as 2,400 years ago, Greek philosophers were coming up with paradoxes that seemingly had no solution,
0:06.0	and early mathematicians had come up with problems that seemed impossible to solve.
0:11.0	It wasn't until the late 17th century that the techniques were finally developed
0:15.3	to solve these problems and unlock new fields of science and mathematics. Learn more about calculus,
0:21.8	what it is and what it attempts to do,
0:24.0	on this episode of Everything Everywhere Daily. I have a very wide range of people who listen to this podcast.
0:46.0	There are some of you who consider yourselves bad at math and would never consider taking a course in calculus.
0:51.0	For you, this episode will simply try to explain what in the world calculus is and why it's even a thing.
0:58.0	I have students who listen to this podcast. If you're considering taking a calculus course at
1:04.1	sometime in the future, for you I hope this episode will give you an idea of what you
1:08.3	will be getting out of the course and why it's worth learning. The remaining
1:12.1	group are those like me who have taken a
1:14.2	calculus course. This episode is simply what I wished my professors had done on the
1:19.7	first day of class. We jumped right into problem solving and never took a few minutes to just
1:24.9	step back and address why we were taking this course in the first place and what
1:29.2	this entire branch of mathematics cult calculus was about. So with that, most ancient
1:36.6	mathematics was static. Mathematicians were trying to solve a problem. What's
1:41.2	the area of a triangle or what is the solution to an equation?
1:44.4	For example, what number when added to two will equal four? In algebra we state
1:51.2	this as X plus two equals four. What we want to know is what is X.
1:56.0	In this case, X is obviously 2. 2 plus 2 equals 4.
2:00.0	That's a very simple equation.
	...

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