When doing a line integral that involves units, what are the units for the dX term? is it the inverse of the units in the bounds?
11/15/2010 8:42:53 PM
thread delivers[Edited on November 15, 2010 at 8:44 PM. Reason : .]
11/15/2010 8:44:23 PM
X, top minus bottom
11/15/2010 8:44:25 PM
dX has the same units as X
11/15/2010 8:45:31 PM
told u it was a stupid math question, lol. i'm second guessing the hell out of myself right now >.<
11/15/2010 8:45:46 PM
you should guess the derivative of the type of guessing you are doing to yourself right now
11/15/2010 8:46:36 PM
lol dweedle
11/15/2010 8:59:00 PM
11/15/2010 9:41:37 PM
What was the question
11/15/2010 9:42:39 PM
11/15/2010 9:44:00 PM
the question, what was the question?
11/15/2010 9:45:24 PM
I don't remember the question, i just remember the response to the question.We were doing 3-D volume problems and it was a question about how he worked his math on the board.
11/15/2010 9:45:31 PM
I hate when people get judgmental about not seeing an algebraic move or fucking one upLike (a) who has the fucking time to verify everything a million times and (b) who thinks math skill is just writing shit down correctly every time
11/15/2010 9:46:39 PM
To be fair, nobody can see inside your head, McDanger. Therefore, you have to write what's inside your head on paper so the teacher can accurately determine whether you know what you're doing or whether you're guessing and getting lucky.
11/15/2010 9:48:16 PM
11/15/2010 9:53:03 PM
^I, too, was wondering this.
11/15/2010 9:54:15 PM
This question is questionable.
11/15/2010 9:55:19 PM
11/15/2010 10:27:25 PM
11/15/2010 10:28:18 PM
i dont remember the response, i just remember how i felt afterwardsim reading all this recollection of the past w/ the wonder years voice saying it in my head
11/15/2010 10:29:44 PM
11/15/2010 10:30:51 PM
Always remember "+ C".
11/16/2010 1:33:49 AM
11/16/2010 1:34:02 AM
heres a tricky questionx radians or degreesis integral sin(x) the same for both?
11/16/2010 3:41:56 AM
nonow it's known that the antiderivative of sin(x) with respect to x is -cos(x), if x is in radiansif x is in degrees, then the equivalent in radians is x*pi/180 so if Sin(x) and Cos(x) are the sin and cos functions "where x is in degrees" then Sin(x)=sin(x*pi/180), so the antiderivative of Sin(x) with respect to x is 180/pi*-cos(x*pi/180), which is -180/pi*Cos(x)
11/16/2010 4:17:26 AM
11/16/2010 7:29:42 AM
i solved for dx and got this
11/16/2010 9:07:01 AM