(no subject)

[cherry]

I haven't really had anything interesting to say as of late.

Mainly because all the things I've been doing are school related, and even I don't find most of my courses interesting. *G*

Today, I present you with *cough* proof that sometimes one does in fact, equal two.

x=x
x^2=x^2
x^2-x^2=x^2-x^2
x(x-x)=(x-x)(x+x)
x=(x+x)
1x=2x
1=2

Comments

[elvenjen4.livejournal.com]

What's mathematical methods? That sounds like proofs...

Did you have to take discrete, stats, linear algebra, or differential equations?

Ooh, next time you're free/procrastinating, I need a geek icon! Cause I totally am.

[cherryice.livejournal.com]

I've taken separate stats course, integral and differential calculus, "intermediate" calculus, linear algebra, differntial equations, infinite sequences and series.

I'm odd. I find the infinite sequences and series stuff much easier to understand than differential equations we did earlier, while everyone else I know thinks the opposite.

I'm not sure what the 'mathematical methods' is going to cover. It's kind of a "The math department isn't the best and they fail too many students so as soon as we can get away with it we're just going to teach them ourselves" type thing, I think.