If I stay there will be trouble.

If I go there will be double!

SO YOU GOTTA LET ME KNOWWWWW, SHOULD I STAY OR SHOULD I GO?

holy shit. this means NOTHING to you guys but dr. myers isnt teaching this class. it's like a friggin miracle. I almost HAVE to take it now.

this guy was like...the wizard. all he needed was a mage staff instead of chalk.

One class won't set you back enough to drop it. You should go.

Goooooo!

dooooooooooooooo it

Voooooweeeeels!!!

OK FUCK NO. just got back from my differential equations class...FUCK taking physics from 6pm-11pm in addition.

Don't do it... too much on plate... feeling overload... SAVE YOURSELF.

yeah, for real. and it's offered year round - no rush

i just droped my physics course and i think it was the right move

*high five*

Physics is most definitely from hell

of all my high school classes ever, my straight A's were only tarnished by EVIL PHYSICS

im glad i dropped it, the way they thought the course was making no sense

A BUS 5 meters off the ground is going 25mph around a curve with a radius of 50meters. there is a lunch box hanging from dead center

*high fives back*

of the bus from a cord 3 meters long from the top. at what angle is the lunch box in relation to the ceiling of the bus. how much force

the lunchbox receiving?

this was seriously VERY close to one of my test questions.

my answer: WHO GIVES A POOP

hahhahaha. im sure that's been written.

DONT TAKE PHYSICS IT WILL MAKE YOU MISERABLE

lol

but you are crazy smart so maybe it wont

farrrrrkk chapter 1.1 homework should NOT be this hard. im stuck on problem 9 - i dont even know wtf the QUESTION is.

I loved Physics and Bio because it all made so much sense to me, but I have to admit the only problem I have with Physicsi s that it

tends to get super boring sometimes

physics wasnt bad - i already took and passed the first one. im actually complaining about differential equations. UGH.

yea, like from the time you start learning it, til the time you stop

i think the book is just godawful.

"In problems 9 and10 determine whether the first-order differential equation is linear in the indicated dependent variable by matching it

with the first differential equation given in (7).

9) (y^2-1)dx + xdy = 0; in y; in x

7) (sin x)y'''-(cosx)y'=2

like..wtf do i even do with that. wtf operation is "matching it"? none of the examples match anything?!

answer: i quit this bitch

When they start mixing numbers with my letters is when I tell education to STFU and start making sense

hahahahaha, IKNOWRIGHT? it half makes sense. like the problems on their own are fine - but they're supposed to...interact somehow? feck if i

know.

so problem 11 on chapter 1.1 takes a page to solve.

it was then i knew this mother fucker had to be a ph.d who wrote this. only those special kind of jackasses would pull that shit.

sure enough... cse.lmu.edu/faculty/bios...