Simpson's Rule: Deriving the Basic Form (2 of 2)

This video was shot on a borrowed Canon EOS 650D (thanks Jaffly!) instead of my regular iPad, so I haven't cropped its beginning and end. You'll have to deal with raw unedited footage for this one. 8-)

[@Sledy95]

Thanks a lot. It's a really clear and friendly for students explanation. :) Greetings from Poland

[@hamadkhan2339]

Thank u sooooooo muchhhhhhh sir. The only satisfying explanation of this topic.

[@murph_mustela]

Fantastic, very helpful.

[@MrWhiteYooo]

very cool. well done. Thank you

[@omarmoustafa6672]

Thank you sir; that was really helpful :)

[@smrpkrl]

loved it😍😍😍

[@katararox5pp]

howcome i use the form h/3(f(a)+ f(b)+4f(even)+2f(odds)), where does the 2 come from ?

[@katararox5pp]

haha yeh just realised now. Oh, just wanted to say how much i appreciate your work, especially the harder examples, even though i only do up to 2unit maths, you have helped me temendously :D

[@itsjamal96]

@@katararox5pp 2f(odds) still confusing...how did this part derived from the procedure?

[@SkateGeneva]

Is this like a poor man's 2nd order Taylor expansion and then integrating it ? I've been studying engineering for 3 years and this is the first time I see "Simpson's rule"... Clearly this wouldn't work (for example) if you let a be arbitrarily close to 0 when f(x)=ln(x)

[@murph_mustela]

Well, I mean, I'm in my first year of Engineering and it's come up.