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Posted 2004-04-02, 04:08 PM in reply to Shining Knights's post "Bored..Calc anyone?"
What the fuck are you even trying to say there Shinto? Are you expressing y as a function of x, x2, and x3, which is the same function squared of x2 and x3 plus 1? Honestly, that notation is shit...

Are you asking for the impulse function or something (Which is what h(x) is usually denoted by)?
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Posted 2004-04-02, 08:40 PM in reply to Titusfied's post starting "What the fuck are you even trying to..."
It matters not whether you win or lose; what matters is whether I win or lose.
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Posted 2004-04-02, 09:23 PM in reply to Shining Knights's post starting "It matters not whether you win or lose;..."
So, do you want us to solve for x, x1, and x2 given those equations?

Heh, its just weird because you are giving random equations with a few variables. BTW, why didn't you just name x2 = y, and x3 = z so you don't have to have all the subscript text...?

Last edited by Titusfied; 2004-04-02 at 09:28 PM.
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Posted 2004-04-03, 04:36 AM in reply to Titusfied's post starting "So, do you want us to solve for x, x1,..."
It matters not whether you win or lose; what matters is whether I win or lose.
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Posted 2004-04-07, 07:01 PM in reply to Shining Knights's post starting "It matters not whether you win or lose;..."
wow, i am glad im not taking calculus. Sciences all the way!


~ KAMAHAME---Oh shit it's happening again.... ~
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Posted 2004-04-08, 09:20 AM in reply to Tyrannicide's post starting "wow, i am glad im not taking calculus...."
Up above, thats not calculus, thats dumb. It doesn't make logical sense...
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Posted 2004-04-08, 10:16 AM in reply to Titusfied's post starting "Up above, thats not calculus, thats..."
Ya...

You really didn't specify what you wanted solved...

You didn't specify what you intended by Xsub2 and Xsub3. If they are different positions of X, you could have stated as much. If they are different variables, I would have used A, B, and C.

Besides, that's not even particularly calculus from what I can tell... What portion of that categorizes it as a calculus problem?

Here is an example of a calculus problem.

Solve the following:
Double Integral of (e^((2y-x)/(y+2x))dydx) over the region bounded by the points (1,0) (4,0) (0,2) and (0,8) [which is a trapezoid].
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