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Finally a decent explanation of heun's improvement on euler's method :) thanks a million, you saved me from an exam failure :)
I just finished all videos. I'm pretty appreciate your teaching (better than my textbook and professor). You make it easier to learn, to use, to solve problems. Thanks a lot!
This is the only video I found with a good explanation, good work and thank you!
great video. i like the ending "good luck approximating by hand, always a good time ;)"
Superb Explanation just one night before sems. Thank u
Thanks man this was extremely helpful.
thank you so much!! I understand the method with this.Please do Runge-Kutta methods!!!
Thank you for the video! It was extremely helpful!!
Thank you for the well explained video.
This was a very helpful video, thank you
You are the best man! Thanks a lot!
Simple and effective way! Thumbs up.
Very helpful to me. Thanks a lot.
Thanks a lot dude, video helped a lot
To echo the comments already posted, great video, very helpful!
Beautiful!!!!!
Very helpful Thank You
The breakdown of the general formula in this video literally save my sanity when my professor ask me to do this with y'=x-y^2 by hand
informative, if long. Worth a watch
This video was done so well Liberal Arts majors can understand it
Thanks for the help. The f(x0 + h) is a little confusing so in my notes i just wrote multiply by (next x value) hahaha
thnx man, my teacher and the book is so horrible that i could not understand anything from these sources
thank u so much... its verry helpful...
This was soooooo damn helpful
Mind blowing!!
Thanks. Awesome.
thanks simply explained :)
thnx coach very useful 2020
Bloody legend
Awesome!
nice and clear :P
thank you so much
Thanks!
sir,is this heun's method?
Thanx!
Thank man
Thanks
great
Finally a decent explanation of heun's improvement on euler's method :) thanks a million, you saved me from an exam failure :)
I just finished all videos. I'm pretty appreciate your teaching (better than my textbook and professor). You make it easier to learn, to use, to solve problems. Thanks a lot!
This is the only video I found with a good explanation, good work and thank you!
great video. i like the ending "good luck approximating by hand, always a good time ;)"
Superb Explanation just one night before sems. Thank u
Thanks man this was extremely helpful.
thank you so much!! I understand the method with this.
Please do Runge-Kutta methods!!!
Thank you for the video! It was extremely helpful!!
Thank you for the well explained video.
This was a very helpful video, thank you
You are the best man! Thanks a lot!
Simple and effective way! Thumbs up.
Very helpful to me. Thanks a lot.
Thanks a lot dude, video helped a lot
To echo the comments already posted, great video, very helpful!
Beautiful!!!!!
Very helpful Thank You
The breakdown of the general formula in this video literally save my sanity when my professor ask me to do this with y'=x-y^2 by hand
informative, if long. Worth a watch
This video was done so well Liberal Arts majors can understand it
Thanks for the help. The f(x0 + h) is a little confusing so in my notes i just wrote multiply by (next x value) hahaha
thnx man, my teacher and the book is so horrible that i could not understand anything from these sources
thank u so much... its verry helpful...
This was soooooo damn helpful
Mind blowing!!
Thanks. Awesome.
thanks simply explained :)
thnx coach
very useful 2020
Bloody legend
Awesome!
nice and clear :P
thank you so much
Thanks!
sir,is this heun's method?
Thanx!
Thank man
Thanks
great