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HolyMoly View Drop Down
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Points: 26138 		Direct Link To This Post Posted: July 09 2012 at 19:46
Damn, I almost forgot how hard calculus is.  How'd I ever get thru three semesters of that?
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Triceratopsoil View Drop Down
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Points: 18016 		Direct Link To This Post Posted: July 09 2012 at 20:02
Eh, differential equations was a much harder course IMO
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Luna View Drop Down
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Points: 12794 		Direct Link To This Post Posted: July 09 2012 at 20:04
Ceramic Knives is really good k
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smartpatrol View Drop Down
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Points: 14169 		Direct Link To This Post Posted: July 09 2012 at 20:05
I love this movie. I remeber when i watched for the first time, at like four in the morning.
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NecronCommander View Drop Down
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Points: 16122 		Direct Link To This Post Posted: July 09 2012 at 20:06
Well Colin, Diff Eq is next on my list of courses to take.  yey
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Triceratopsoil View Drop Down
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Points: 18016 		Direct Link To This Post Posted: July 09 2012 at 20:07
It's a lot more important than calc too, at least for engineering
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HolyMoly View Drop Down
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Points: 26138 		Direct Link To This Post Posted: July 09 2012 at 20:13
Originally posted by Triceratopsoil Triceratopsoil wrote:

Eh, differential equations was a much harder course IMO
I hit my wall with Multivariable Calculus.  Math in three dimensions was just beyond my cognitive capacity.
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HolyMoly View Drop Down
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Points: 26138 		Direct Link To This Post Posted: July 09 2012 at 20:18
I don't think I took Differential Equations, but it sure looked rough.

My college roommate was a Magna Cum Laude math major.  He always found that stuff so easy.  We called him Rain Man.
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Andy Webb View Drop Down
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Points: 13298 		Direct Link To This Post Posted: July 09 2012 at 20:29
I was talking to my friend and in his Diff Eqs class they were deriving an equation with so many variables they used every letter in the English, Greek, and Russian alphabet. Like f**k.
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The Bearded Bard View Drop Down
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Points: 12859 		Direct Link To This Post Posted: July 09 2012 at 20:29
Originally posted by HolyMoly HolyMoly wrote:

My college roommate was a Magna Cum Laude math major. He always found that stuff so easy. We called him Rain Man.
LOL
 
Calculus - I don't understand that s**t at all.


Edited by The Bearded Bard - July 09 2012 at 20:30
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Luna View Drop Down
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Points: 12794 		Direct Link To This Post Posted: July 09 2012 at 20:30
Originally posted by Andy Webb Andy Webb wrote:

I was talking to my friend and in his Diff Eqs class they were deriving an equation with so many variables they used every letter in the English, Greek, and Russian alphabet. Like f**k.
I...wha...how...
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HolyMoly View Drop Down
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Points: 26138 		Direct Link To This Post Posted: July 09 2012 at 20:32
Jesus...
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HolyMoly View Drop Down
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Points: 26138 		Direct Link To This Post Posted: July 09 2012 at 20:33
Ordinarily I don't take the Lord's name in vain, but that was a reaction straight from the gut, and it had to stay.
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NecronCommander View Drop Down
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Points: 16122 		Direct Link To This Post Posted: July 09 2012 at 20:35
wheee
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Points: 14169 		Direct Link To This Post Posted: July 09 2012 at 20:44
Fluah Fluah Fluah  Fluah Fluah Fluah
Hot f**kin pepper
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The Truth View Drop Down
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Points: 21795 		Direct Link To This Post Posted: July 09 2012 at 21:16
Originally posted by Triceratopsoil Triceratopsoil wrote:

Here smrtpatrol i will teach you all the maths you ever need

Suppose V is a subset of Rn (in the case of n = 3, V represents a volume in 3D space) which is compact and has a piecewise smooth boundary S. If F is a continuously differentiable vector field defined on a neighborhood of V, then we have:

\int\!\!\!\!\int\!\!\!\!\int_V\left(\nabla\cdot\mathbf{F}\right)dV=\oiint\scriptstyle S(\mathbf{F}\cdot\mathbf{n})\,dS .
The left side is a volume integral over the volume V, the right side is the surface integral over the boundary of the volume V.


Thanks coolin.

Wait, what?
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Andy Webb View Drop Down
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Points: 13298 		Direct Link To This Post Posted: July 09 2012 at 21:19
Originally posted by The Truth The Truth wrote:

Originally posted by Triceratopsoil Triceratopsoil wrote:

Here smrtpatrol i will teach you all the maths you ever need

Suppose V is a subset of Rn (in the case of n = 3, V represents a volume in 3D space) which is compact and has a piecewise smooth boundary S. If F is a continuously differentiable vector field defined on a neighborhood of V, then we have:

\int\!\!\!\!\int\!\!\!\!\int_V\left(\nabla\cdot\mathbf{F}\right)dV=\oiint\scriptstyle S(\mathbf{F}\cdot\mathbf{n})\,dS .
The left side is a volume integral over the volume V, the right side is the surface integral over the boundary of the volume V.


Thanks coolin.

Wait, what?

3D INTEGRALS WOOOO
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The Truth View Drop Down
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Points: 21795 		Direct Link To This Post Posted: July 09 2012 at 21:22
Pre calculus was nowhere near that level of mindf**k for me. WOOT

I'm really not looking forward to this school year... :(

Although I did get college credit with the AP World Exam. :O
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The Neck Romancer View Drop Down
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Points: 10185 		Direct Link To This Post Posted: July 09 2012 at 21:32
Originally posted by NecronCommander NecronCommander wrote:

wheee


why are you using Instagram?
 
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The Truth View Drop Down
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Points: 21795 		Direct Link To This Post Posted: July 09 2012 at 21:37
lol kev's a female hipster
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