User:btg2290

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Today's motto...
We-keep-edia

Me, Myself, and I Userboxes

Name: Unknown.
Age: Unknown.
Location: Secret Lunar Base nobody knows about (shhh)
Gender: Currently being varified in a world class medical facility somewhere in Europe.
Education: Whatever you have and better.

General
In Memoriam: 9/11
May we never forget...
This user does not smoke.
This user is male.
This user has never left the Northern Hemisphere.

3
This user has set foot in 3 countries of the world.
Firefox This user contributes using Mozilla Firefox.
This user is left-handed.
This user enjoys writing.
teen This user is a teenager, not a stereotype.
This user wants to be your friend.
This user is more than happy to retain their "personality disorder(s)" and delights in telling their mental health professional to screw off.
G This user uses Google as a primary search engine.
CA This user uses Canadian English spelling.
Wikipedia
This user assumes good faith.
This user maintains a strict policy advising against all personal attacks.
This user strives to maintain a policy of neutrality on controversial issues.
This user is proud
to be a Wikipedian.

This user is interested in the history of the Cold War.
This user is interested in World War I and World War II.
This user is interested in ancient civilizations.
This user is interested in the  British Empire.  
This user uses Wikipedia as a primary point of reference.
Music
Favourite Songs Favourite Bands
Math Stuff

a2 + b2 = c2 - Pathagoream Theorem

x2 + y2 = r2 - Radius of Circle

Linear Equation y = Mx + B - Equation of a Line x + By = C - Standard Form yK = M(xH) - Point-Slope Form Parametric

x = Tt + U
y = Vt + W

y = x2 - Simplest Quadratic Equation

Ex. y = x2 + x + 1

y = ax2 + bx + c - Standard Quadratic Form y = a(xh)2 + k - Quadratic Vertex Form a2 = b2 + c2 − 2bccos A - Cosine Law Ax2 + Bxy + Cy2 + Dx + Ey + F = 0 - Hyperbola Function

Domain: {x ∈ R|Restrictions (if applicable)}
Range: {y ∈ R|Restrictions (if applicable)}
Example of Restrictions:
x \neq 0

Divergence theorem: \iiint\limits_V\left(\nabla\cdot\mathbf{F}\right)dV=\iint\limits_{\part V}\mathbf{F}\cdot d\mathbf{S},

Euler's formula: e^{ix} = \cos(x) + i\sin(x) \!


Additions are welcome and encouraged

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