Intro to math proofs

[poopinitup]

i like math

[kyleryan2000]

I wish MY math teacher went this slow.

[CogitoErgoCogitoSum]

Im diggin' the music

[leidischd]

Could someone tell me what record that song is taken from?

[CHRISTMASBASTARD]

I really want to do maths because I simply love the mental movement of it. However I sometimes go blank and can't think mathematically at all.

[karla011302]

very nice....ALGEBRA is soooo beautiful

[Penndennis]

Thanks for the post. I really enjoyed it and the music was wonderful.

[ZeroSumRuler]

This is absolutely fantastic. Do you know of a book or other resource that contains a bunch of algebraic proofs in it, similar to this one?

[DARKsonofCHAOS]

nice pen ;)

[lssam100]

thanks for the post

[melese1988]

Very nice pattern... and the statment of the

pattern is surprising.

[yalg22]

2n = n + n

[yalg22]

yes

[TheFlyingTiger129]

I really liked this, but I couldn't understand 6:06 to 6:14 ? Why n+n+1?

[yalg22]

if u foil (n+1)(n+1) it equals n + n + 1

[karla011302]

@TheFlyingTiger129 he is multiplying, (n+1)(n+1) wich is n^2+n+n+1 and then he is subtracting -n^2

[erneland2]

Simple proof but simple is beautiful, isn't it?

Today more heavy proofs doesn't always look beautiful. One should put an effort in making any proof or explanation simple and low dimensional so that anyone can grasp the full meaning of it. That's beautiful!

Again, very methodical explanation and Merry Christmas to everyone!

:-)

/Sweden

[duyu]

Thanks for posting this video. I didn't know this characteristic of consecutive squares!

[CocaC]

beautiful very organized

[dasklavierleben]

Holy continuum hypothesis! I love this music!

[Wheehud]

Excellent video. Thanks.