@StelthyMunky I don't, I let firefox do it for me, or I google this video and the username shows up, but I can always derive it on a calculator if I need to.
This is very well done. One suggestion I have is to show near the end how FOIL works by taking the (a+b) square and highlighting the square of side length b in one corner and the square of side lengh a in the opposite corner. What is left are two rectangles of sides a and b.
This is the best! I have been searching for different methods on proving the Pythagorean Theorem and i couldn't find that make sense to me. But this make a lot sense to me and I LOVE IT! :D :D :D :D :D :D :D
Simple and yet beautiful.
DontDoTheMeth 1 day ago
Whoa, that's a neat proof. Too bad the video is so slow... That should take a minute to explain, but the video is almost 5 minutes long.
Kaynex 4 days ago
and this is one of over 370, according to the Wikipedia page! that's a lot
Orgasmatron1226 2 weeks ago
well done thank you very much
hackedx1 3 months ago
Good video! makes it easier to understand Pythagorean Theorem! :)
adeliakong 4 months ago
The music makes this much easier to watch.
Thank you!
wogglebugs 4 months ago
That was beautiful!
ladylalue 4 months ago
I'm not too fond of this proof because it is just an equivalence result. How can you intuitively justify Pythagoras's theorem?
BifSlamkovich 6 months ago
@Totopickle Chopin Nocturne Op.9 No.2
BifSlamkovich 6 months ago
Genius
robinhorulz56 6 months ago
Thxs a mil :) Last min Homework made easy :P Great job
lucyflutterby 8 months ago
Brilliantly presented, if i may say so
daambassador1 8 months ago
@StelthyMunky I don't, I let firefox do it for me, or I google this video and the username shows up, but I can always derive it on a calculator if I need to.
GR1o6180339887498948 9 months ago
@GR1o6180339887498948 Yea I once had to remember the first 21 digits of pi cause I was stupid enough to make it my username on ebay...
godlord666 6 months ago
This is very well done. One suggestion I have is to show near the end how FOIL works by taking the (a+b) square and highlighting the square of side length b in one corner and the square of side lengh a in the opposite corner. What is left are two rectangles of sides a and b.
quiznoserf 9 months ago
I usually find math tedious or boring, but proofs like this are just so elegant and amazing.
eireman1212 9 months ago
If you are watching this...you probably have homework.
Ralphstricks 10 months ago 20
Thanks. Beautiful production value! For feedback; for me, it went a little slow at the beginning. Just saying.
CastleVintners 1 year ago
Now do it for triangles.
anticorncob6 1 year ago
The person who disliked this video was probably ignorant of geometry. Do not let him enter.
webmastertool 1 year ago
i dont know how i person disliked this video!
one of the best math videos iv seen
nilanjana96 1 year ago
This is the most common proof, I once saw one with circles in stead of squares but I can't seem to reproduce it.
RsGhost1 1 year ago
I loveeee it.
sjsawyer 1 year ago
thx 4 d upload....itz simply awesome...good work!!!
kalisetti 1 year ago
Excellent! Thanks for posting.
arunkumar446 1 year ago
Awesome discription of proof. Thanks!
gy885315 1 year ago
A thing of beauty :)
amjPeace 1 year ago
This is the best! I have been searching for different methods on proving the Pythagorean Theorem and i couldn't find that make sense to me. But this make a lot sense to me and I LOVE IT! :D :D :D :D :D :D :D
uprightleftdown1 1 year ago 7
I'm relearning the magical world of proofs... this video was really informative, thanks.
sleepyeyeguy 2 years ago
thanx
fofilovecape 2 years ago
thanks!
evabogo 2 years ago
One of my favorite proofs! Thanks for posting!
JoarSupurEthics 2 years ago 6
Hey, thanks for your comment and come back for more proofs!
GR1o6180339887498948 2 years ago