I love this man ,He gave me in my teaching profession a real boom and I started receiving many compliments and blessings from students in my very first class of teaching maths across India .Kudos .God bless professor Strang .You are fascinating guy .Real dogma of calculus none can explain better than you do .😍
When a step function of voltage is applied to a resister capacitor in parallel the outcome across the capacitor is a spike (a seen on an oscilloscope) and the circuit is called an integrator or low pass filter. The problem is that a step function although very fast, doesn't happen in no time at all, so there is an area under the graph in my opinion, though tiny
Thank you sir, the lectures were wonderfully designed to maximize understanding. i love taylor series as it magically gives the answer for many functions. GREAT WORK TEAM
Certainly, some people prefer listening to teachers lecturing to reading books, but some people don't. Saying that "the only real way learn something" is by having a teacher is just silly.
Think you can't do any better?? ReThink and Thank because Prof. Strang opens more possibilities and gives us that motivation to learn if you have the drive. Thank you for teaching the world!
that would imply theres no need for a teacher, and ur deluded if u think that. Hearing someones expereince about how to do something is the only real way to learn soemthing and appreacite it 100%.
I watched all 18 videos, this final video really sums up calculus in context. I really learned calculus from this final video. DR. Strang thank you so much for all the highlights in calculus. DR. Strang you are the true grandmaster of calculus.
After dealing with calc for so many years, it's fascinating to me that someone can make even the fundamentals of the subject so fresh and interesting. Thank you.
The use of a teacher is to teach the general population what was discovered faster. This lets the students build on those discoveries and make new conclusions etc etc. There is no "need" for a teacher to learn something as in to discover something on your own is possible. It just might take a lot more time. The only way to truly appreciate something is to discover it yourself. When you discover something "new" you understand the roots as well as why it works.
Yes, this classroom is empty. Professor Strang recorded this series separate from his normal classes. The intended audience is high school students, college students, or anyone who might need help understanding the subject.
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Watched all 18 videos. Thanks for the awesome review. You are the best!
Oh my god, this video covered all that I learned from my calculus class. It's amazing Prof Strang, you are building the world with these video
The spike "function" is just fantastic. The area underneath is 1. I love it!
Thanks for your generosity of time and commitment to teaching.
Second leture has 627004 viewers, and this leture only has 24071 viewers. It seems not many ppl have patiences to pursue their success!
I love this man ,He gave me in my teaching profession a real boom and I started receiving many compliments and blessings from students in my very first class of teaching maths across India .Kudos .God bless professor Strang .You are fascinating guy .Real dogma of calculus none can explain better than you do .😍
666 xD anyway Thank you prof. Gilbert Strang
Fantastic series by a fantastic teacher. Great learning experience. Thank you professor Strang and MIT.
I got addicted to his lectures. Watched all 18 videos in one day. So exciting.
impressive, I watched them little by little.
When a step function of voltage is applied to a resister capacitor in parallel the outcome across the capacitor is a spike (a seen on an oscilloscope) and the circuit is called an integrator or low pass filter. The problem is that a step function although very fast, doesn't happen in no time at all, so there is an area under the graph in my opinion, though tiny
Thank you for these lectures. They kept me interested and I've learned something new.
six functions, six rules, six theorems...........6.6.6....😈
Thank you sir, the lectures were wonderfully designed to maximize understanding. i love taylor series as it magically gives the answer for many functions. GREAT WORK TEAM
There are 6 functions!
1) monomials: x^n
2) sin(x)
3) cos(x)
4) e^(cx)
5) ln x
and
6) The step function.
34:52 It is a shame to know so late that taylor formula and binomial theorem can finally unite together.😥😢😓
This video and a book called 'Burn Math Class' helped me tremendously in understanding the introducation of calculus. Great video!
After these 17 lectures I found myself loving the math world more!!! Thank you Prof Strang and MIT OCW!!
Can u please direct me to the other 16 lectures, please
I only see five theorems:
1 Fundamental theorem
2 All values theorem
3 Mean value theorem
4 Taylor series
5 Binomial theorem
larwa jwbq wlqk
exactly my observation, glad i checked before nearly posting a duplicate comment
Maybe it’s too late of a reply. The 5th one is Remainder Theorem talking about the error when you cut of Taylor series after few terms.
@@curiousgeodesic4259 never too late. Your comment will make me watch this great lecture again and check it. Thanks!
Certainly, some people prefer listening to teachers lecturing to reading books, but some people don't. Saying that "the only real way learn something" is by having a teacher is just silly.
Thank you professor
"If you don't like it, you don't have to look at it"
Thank you Professor Strang for your awesome Calculus lectures :)
Great video. Thank you Professor Strang
Great videos.... Thanks..
Such an amazing series of lectures end with a simple thank you from Prof. Strang, thank you to you Professor.
Thank you very much Sir for these beautiful video series on calculus and also a heartfelt thank you to MIT for this wonderful initiative
Think you can't do any better?? ReThink and Thank because Prof. Strang opens more possibilities and gives us that motivation to learn if you have the drive. Thank you for teaching the world!
Lord foundation is a lord for mee
that would imply theres no need for a teacher, and ur deluded if u think that. Hearing someones expereince about how to do something is the only real way to learn soemthing and appreacite it 100%.
I watched all 18 videos, this final video really sums up calculus in context. I really learned calculus from this final video. DR. Strang thank you so much for all the highlights in calculus. DR. Strang you are the true grandmaster of calculus.
After dealing with calc for so many years, it's fascinating to me that someone can make even the fundamentals of the subject so fresh and interesting. Thank you.
The use of a teacher is to teach the general population what was discovered faster. This lets the students build on those discoveries and make new conclusions etc etc. There is no "need" for a teacher to learn something as in to discover something on your own is possible. It just might take a lot more time. The only way to truly appreciate something is to discover it yourself. When you discover something "new" you understand the roots as well as why it works.
It is very helpful. Thank You Dr Gilbert Strang!
It's a Wonderful Math, starring James Sewart ...
Buffalo girls won't you come out tonight ... and dance by the light of the mind.
This videos are priceless!.
Thanks ❤️🤍
fundamental theorem 15:30 Mean value theorem 20:46 Taylor Series 23:30
Thank you for all the lectures! really insightful and interesting!
I really love his passion and how he talks,With this I am hoping that will help.
Teachers are shortcuts. You'd understand if you discovered something on your own.
OK!
¡Muchas gracias, profesor!
Thank you Prof. Strang!
I guess I'm a fool but I only see 5 functions haha
refreshing my memory, really great videos
Excellent lecture Sir 🙏🙏🙏🙏
35:26 exactly Professor !
OK! Thank you!
Is the classroom empty?
Yes, this classroom is empty. Professor Strang recorded this series separate from his normal classes. The intended audience is high school students, college students, or anyone who might need help understanding the subject.
@@mitocw Thank you, MIT, I had read mathematics for computer science ,CLRS and Introduction to Probability, they are awesome
You are my hero
this one is good
Thanks!
great
Iam in "AWE"
This is helpful ❤️🤍
the sixth was u(t)