Biftheunderstudy
Senior member
- Aug 15, 2006
- 375
- 1
- 81
really? So if I pushed you off a 4 story building, gravity wouldnt matter?
hmmmmmm?
I'm going for part marks on this one
Kinda neat that it can be all written out like that though. Sans gravity of course. Stupid gravity. Maybe you should just draw a little down arrow after it all to say you added gravity
I don't like the question because it really focuses on equation recall. Basically, what he's asking is, can you pick out all the physical laws written on that page? There's no way you'd ever have enough time to derive them all, or even spend more than a minute or two thinking about them, so it's a matter of can your recall the specific forms. Not the way physics should be taught, really.
Wait, I just realized that this is homework, not a test question. It's not as horrible then, but not really a productive use of time, either.
really? So if I pushed you off a 4 story building, gravity wouldnt matter?
hmmmmmm?
if you take the 15th character of every 7th line then unscramble it you find the following hidden message:
"sci3nce is bu1lshit dr0p out 0f sch0ol d0 drugs"
i just had a quiz question:
find the arc length of the curve on interval [0,6]
curve = r(t) = < (1/2(t)^2 - 3) , (t^2 + 2) , (ln(t^2 + 1)) >
bonus points if you find an answer.
couldnt do the integral by hand :|
afaik, it's impossible to integrate without either a comprehensive list of integrals, or a computer.
I struggled over the problem for about an hour, before running out of time and giving up.
as i walked out, i realized i could have just used Simpson's rule and approximated an answer. doh.
You did have a graphing calculator right?
It is allowed but I don't have one...
It is allowed but I don't have one...
TI-89 will get you through all of those hard integrals. That thing was a godsend when I took AP Calculus BC and then multivariable calc back in high school.
why?
can't find my or my brother's TI-83's.
i'm thinking about buying a graphing calculator now, though. price isn't a huge object, but i am looking to get just one that will serve me for the rest of my calculator-needing days.
i was looking at the TI Nspire CX CAS... 3d graphing, backlit color screen...
emailed my teacher to ask if it'd be allowed. lol.
for reference: this is calc 3. this is the last of the calc i need to take. my next intended classes are diffeq and something that counts as a "calculus based statistics course", then of course all the classes required for a master's in statistics.
i should probably note that the above question i mentioned, the teacher acknowledged was a screwup on his part. thus he gave anyone who set up the integral, whether or not they solved it, full credit. apparently 2 people decided to drop from the class the night of that quiz, thinking either the class was really hard or they weren't equipped to handle it. haha.
afaik, it's impossible to integrate without either a comprehensive list of integrals, or a computer.
I struggled over the problem for about an hour, before running out of time and giving up.
as i walked out, i realized i could have just used Simpson's rule and approximated an answer. doh.
I do remember one particle physics midterm our prof marked very quickly.
"I wasn't planning on having your exams marked so soon, but you guys made it easy on me because so many of you left entire pages completely blank."
I think I got 23% on that one.
Weird, I thought I responded to this last night. Anyway, it's not a tremendously difficult integral; just tedious. Table of integrals not needed.
First: arclength formula
Then: trig substitution
Then: integration by parts (else, you can use a reduction formula, if you wasted your memory memorizing one.)
Then: u-substitution
Then: magic (multiply by (secx+tanx)/(secx+tanx) or something like that)
Then: obvious how to finish.
I slide a similar problem into the middle of my Calc I final exam each year. I look at that problem first. If the student gets it perfect, I just give them a 100% for the final exam grade - they deserved it. Otherwise, if they at least get through the trig substitution, I give them 9 out of 10 points (on a 400 point final exam, it's a 10 point question.)