WEBVTT
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Hello and welcome to the Designing with Love podcast.
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I am your host, Jackie Pelegrin, where my goal is to bring you information, tips, and tricks as an instructional designer.
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Hello, GCU students, alumni, and educators.
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Welcome to episode 36 of the Designing with Love podcast.
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Today I have the pleasure of interviewing Dr.
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Craig Hane, also known as Dr.
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Dell by his students, and an expert in the education field and mathematics.
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Welcome, Dr.
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Hane.
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Thank you, Janet.
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Thank you.
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So can you tell us a little bit about yourself?
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Well, I've been around a long time, and when I was a young man a boy I had a homeschool teacher, my uncle, jack Davis, who was a barber and a builder, and he taught me practical math, and I was always ahead of my students and my teachers because of him, and so I started.
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I actually had my first teaching experience when I was five years old.
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He had taught me how to count and none of the other students had been taught how to count, and so my first grade teacher enlisted my aid in helping them to learn to count.
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My first teacher experience he taught me all sorts of practical math.
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He was not a math teacher, by the way, he was a builder and a barber and I learned things that most people don't know, like if you want a third of a square angle, how do you do it with string, and it's called the one-two rule.
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Most people don't know that, and things like that.
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I excelled at math through the eighth grade, when I was a freshman in high school in Greencastle Indiana.
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I took algebra and I did not do well in it.
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I got a pretty bad grade.
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I didn't flunk it, but I got a bad grade.
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I didn't like it and my principal and my counselor told me Craig, you're not college material, you're not going to go to college, because if you don't do well in algebra in high school you can't go to college.
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They recommended I take shop industrial arts, which I did.
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No one in my family had ever gone to college.
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Then I got saved by two wonderful teachers.
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I had a geometry teacher my sophomore year and she taught great geometry and I did really well and I loved it, just like Uncle Jack.
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Then I had the algebra teacher again in my junior year.
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Didn't do good again, but now I was a troublemaker.
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I argued with him a lot.
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Why is this true?
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Why is this true?
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Where did this come from?
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Don't ask that, just do it Didn't get a very good grade.
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My senior year Ms O'Hara recommended I go to DePaul University in Greencastle and take college algebra as a special student and I did my senior year.
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By the way, I was the youngest kid in my class.
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I was 16 years old when I did it.
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When I entered Dr Clint Gass, who was the chairman of the department was my teacher and I took college algebra and he was a good teacher and I got an A.
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Wow, that's amazing, whoa how could that happen?
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Right, he became my mentor.
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He got me enrolled in the number one liberal arts college in the United States at that time Oberlin College.
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I could get there on a Pennsylvania railroad up near Cleveland.
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I'm from Greencastle, indiana, went to Oberlin, majored in math and English.
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Then I taught and, by the way, I tutored students all through this time.
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Now I made a good living tutoring students and as a tutor I never had a failure.
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The year after I graduated from Oberlin I taught high school for a year in Western Reserve High School, wakeman, ohio.
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All four grades of math.
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And now I had students failing because they couldn't keep up and I couldn't slow down.
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I had to be on a schedule and for the first time ever I had students fail.
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I felt terrible.
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I couldn't do anything about it.
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I had other students who were bored because I was going too slow, couldn't do anything about it.
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That's when I realized there's a real problem with classroom teaching and math on a schedule.
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Right, I wanted to do something about it.
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Well, anyway, that was one year.
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I went back that next year back to Greencastle and Dr Gass had me teach math at DePaul while he went on sabbatical.
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He wanted me to teach their most advanced theory that I learned at Oberlin.
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They didn't know so at age 22, from having been told I was not college material when I was a freshman at age 22, I'm teaching the most advanced math at DePaul.
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He then said why don't you go to graduate school?
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Because I didn't know what I wanted to do.
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I'm an adventurer.
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So I went to Bloomington, indiana, down about 40 miles down the road to Indiana University, enrolled as a grad student.
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Well, it was fun.
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I loved it.
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So I hate tests.
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By the way, I didn't take the master's degree exam.
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I don't have a master's degree, but it turns out what's important is doing research and a dissertation.
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And after four years they said okay, craig, here's a PhD, now go be a professor, you're out of here.
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Wow, that's awesome Now at age 27,.
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I'm a professor.
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For seven years I was a professor.
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I went to Terre Haute, indiana State University three years, rose-hulman Institute of Technology, four years.
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I also then began to apply math, practical math.
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I'm really an adventurer.
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I've never done any one thing more than a few years of my life.
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And one of the things I did I built the world's first, the best eighth-mile drag strip action dragway in Terre Haute, and it was practical math that.
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Let me do it.
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Then I invented.
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I did some other things too, lots of other things, but the big thing I did.
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I invented what I call the dynabrain to monitor racing engines as they were being tested on water break dynamometers for racers, for racing, oh wow.
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And NASCAR became my number one customer.
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The NASCAR teams Hustle and Racing was my number one customer, and they had the best racing engines because they could test them using my dynabrain.
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And, by the way, all I needed to develop all that was practical math.
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I didn't need advanced topology and Hilbert spaces and all that which I've been teaching at the advanced level.
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I just need a practical math.
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And guess who my first racing customer was in?
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I was also racing and they had a racer named Daylor I forget his name, marcus.
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They fired him.
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They hired had a racer named Dale.
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I forget his name, marcus.
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They fired him.
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They hired a new racer One day.
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Ronald Locke, the general manager, was standing out back and he said we've hired this new racer.
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He said he's a crazy guy.
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No one else would hire him, but we think he could be a pretty good racer and we don't know.
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We're going to try him and we've told him.
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And to try them, and we've told him and he called him up, introduced me to him.
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He says this is Craig Hayne.
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He's the guy that got the DynaBrain.
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That's why we got the best racing engines in NASCAR.
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You know, you got to go out and win races.
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Craig, meet Dale Earnhardt.
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That's awesome, that's great.
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I met Dale Earnhardt before he ran his first race, and on and on and on.
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Well then, I thought I was going to get rich.
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On the Dynabrain.
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They quit making the processor that I needed to build and Intel couldn't make it.
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So I ended up forming a training company called Hain Training, and we trained skilled tradesmen for the military and utilities and the big three automakers and Caterpillar, and on and on, all across the United States, and I hired people to help me do it.
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I had lots of instructors and all that, and we ended up with about 50 different workshops and every one of the workshops technical workshop depended on practical math.
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We teach them just enough math and they go.
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Why didn't somebody teach me this 20 years ago?
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Sorry, and here's the reason.
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When I teach practical algebra today and I do it online now I have an online program how many lessons do you think you need for practical algebra?
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Maybe 16 weeks, Maybe 16?
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weeks About 16 weeks, maybe 10 lessons, and you're going to go through them in about two weeks.
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That's it.
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That's all you need.
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Now, how much math have you had in your life.
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Let's see, I got through algebra.
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Okay, do you remember the quadratic equation?
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Barely because I haven't used it much yeah.
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You've never used it.
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Yeah, no, no.
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You've never used it except for your test.
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Now that's an example, and I can take a typical freshman Algebra 1 book and 90% of it shouldn't be in it.
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It's either obsolete stuff you'll never use or it's theory you'll never use.
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For example, the square root of 2.
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What kind of a number is it?
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You were taught that in algebra maybe probably it's in the books, and the answer is it's an irrational number, meaning you can't express it as a fraction.
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Now the question is who cares?
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No scientist cares, no engineer cares.
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There's no irrational numbers in the real world.
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It's a theoretical concept that only theoretical mathematicians care about, and so it's full of that.
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So I teach 10 lessons in algebra, then I apply it to geometry and I have 19 lessons for geometry.
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How long is something, what is the area, what's the volume?
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Now that doesn't deal with angles.
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You now need trigonometry, but for practical trigonometry it's only seven lessons.
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Now all that's explained in this book how and why public school math is destroying the USA.
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There are no textbooks that do what I'm telling you.
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I have a program online that does it, with tutorial videos which is me coming from Amazon Web Services 24-7, notes and exercises that you can buy.
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You can either print them out yourself from a PDF or you can buy them very inexpensively from Amazon Amazon is my cheap printer Right and you can learn practical math now in about one semester to a year, and that's the basis.
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Now there's a six-tier system and that's the first two tiers.
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Now let's talk about science and engineering.
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You mentioned that your school has a lot of science and engineers.
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Correct, yes.
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Now you need math at a much deeper level.
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You need trigonometry.
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Trigonometry is a huge subject and you need it at a much deeper level.
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Algebra you need it at a much deeper level.
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Algebra you need that at a deeper level.
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Analytical geometry at a deeper level.
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Complex numbers All that Historically, when I taught it at an engineering school.
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It would take a long time to get through that properly Because there's a lot of manual tools.
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Here's the thing about math.
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There's two things there's concepts and there's tools.
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The concepts can be easy to learn, but you have to apply them with the tools.
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And the manual tools are difficult.
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They're difficult to learn, they're difficult to do.
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Well, for example, if I gave you a number today 397 times 296, I said tell me what it is.
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Would you do it manually?
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No.
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No, you take your calculator, blah, blah, blah, blah, blah.
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There's the answer.
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Right, okay Now, and I teach the calculator back in the practical math.
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That's the first thing I teach.
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But now you need other tools, manual tools that you need to learn to use, that are difficult, and they've now been replaced, because what happened was in the year 2009, a new I'll call it AI tool augmented intelligence tool was introduced to the world.
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It's free on the internet.
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It's free on the internet.
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It's incredible and it does all of the math you need now for science and engineering for you.
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It does the tools for you.
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You need to learn the concepts and you need to know how to learn to use it, but it does it.
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The name of that tool is Wolfram Alpha Wow that's great it came out in 2009.
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Now I could spend the next 10 minutes telling you how it all came about.
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I won't because you probably don't have time for that.
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Steve Wolfram is the guy that did it, and he developed a programming language called Mathematica in 1988.
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He and Steve Jobs worked together.
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By the way, mathematica was bundled on Steve Jobs' next computer and that was what was used to create the World Wide Web by the guy in Churn, john Berners-Lee.
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I don't want to get too much history here.
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Anyway, 30 years later, he was able to write a program in mathematics.
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It's so powerful that you can ask it a question about some math problem.
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If you understand the concept, know how to ask the question and bingo, it gives you the answer.
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Wow.
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Unbelievable.
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Now.
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A scientist or an engineer today can learn all that pre-calculus I just talked about very easily in a year and that's what I teach in Tier 4.
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It would normally take two or three years to learn it manually.
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Right?
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I teach a lot of things that they don't even teach manually.
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It's just too difficult.
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Now, once you've learned that pre-calc, you need to learn calculus.
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There's differential calculus and there's integral calculus.
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Calculus 1, differential calculus is a relatively easy manual tool because it's just taking derivatives and using them to find maximum minimum of functions.
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It's not easy, but it can be done.
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Integral calculus applies the fundamental theorem of calculus.
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What that means is if you have a function it's not easy but it can be done Integral calculus applies the fundamental theorem of calculus.
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What that means is if you have a function, you want to know the area under its curve.
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You've got to find another function whose derivative is the given one you've got.
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They call that an antiderivative, very difficult to find manually.
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That flunked more students out of engineering school than any other thing, that particular problem.
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you probably never took.
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that too, you probably never went that far, very few people have.
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If you're an engineer or scientist, you go back and think about calculus to integral calculus and you'll remember how hard it was and how you almost and it was hard for me when I took it.
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I mean I took it way before these tools.
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I had to learn it manually and it was very difficult at Oberlin College I had to really, really work hard to learn it and a lot of students just give up.
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It's just too darn hard.
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Well, wolfram Alva does it for you and it goes beyond that now.
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So I now teach them calculus with my tutorial videos and I have a notebook, of course, using Wolfram Alpha.
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Both calculus differently One semester, 30 lessons Done.
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Can you believe that?
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Wow, that's amazing.
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Now the workhorse of science and engineering.
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If you know science and engineering, some of your customers might are called differential equations.
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You set up a model of something with a differential equation the solutions of function.
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Solving a differential equation is not easy at all.
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It's very difficult.
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It's even harder than integral calculus and so that's usually taught by sophomore year in college.
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Very difficult, most students hate it.
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They just get through it.
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Wolfram alpha makes it easy peasy wow that's an amazing tool, yeah oh so if you're, if you are teaching scientists and engineers at any level, but let's say college, and you're not using Wolfram, Alpha or some other equivalent tool and there are others but they're not easy to find you're doing your students a disservice If you're.
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All calculus books today are obsolete, all calculus books because they use the old manual tools.
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All differential equation books are obsolete.
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The two best differential equations, the best differential equation book ever written was by George Simmons, Dr George Simmons, Great book, but it's obsolete because it's all manual tools.
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Calculus same thing.
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He wrote the greatest calculus book, Dr George Simmons.
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There's lots of calculus books out there.
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There's tons of them.
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They're all the same pretty much.
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Right, not much difference yeah.
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And so today I'm trying to reform math education with my sixth year program and I'm trying to go into the high school level.
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I have students now at age 16 and 17 that have been through differential equations and they know it better than any ordinary high school graduate.
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Wow, that's amazing If you go to MIT and you've been through a public school, a good public school program, say through calculus, and you're sitting next to one of my students who's been through my program.
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You're at a big disadvantage.
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My student knows a lot of math you don't know and can do a lot of things you can't do with that tool.
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You got to catch up.
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That's the world we live in Now.
00:17:15.121 --> 00:17:21.213
Your private school doesn't have to follow the norm.
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It can be a good school.
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Your math teachers won't like it because what they're teaching is obsolete.
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Wow, that's amazing.