Random Numbers

Random Numbers, Mmm, not here on Pokebeach. You can discuss Minecraft Pocket Edition in the Minecraft thread though, as it is related and on topic. If you are interested, the official Minecraft forums has a place to discuss the Pocket Edition exclusively, take a look! http://www.minecraftforum.net/forum/126-minecraft-pocket-edition/

Random Numbers, nice!

Random Numbers, typo.

Random Numbers, prizes are definitely BC packs...?

And I'm not going to Fairfax either.

Nice I would trade you for them if you lived close to me.

Dude you have 7 FA Tornadus EX thats crazy.

Random Numbers, The best defense would be diamond armor. Although quite expensive, it really is effective. As for the pre release, it is all bug fixes. You can find the whole list of bug fixes here:

https://mojang.atlassian.net/secure/ReleaseNote.jspa?projectId=10400&version=10302

I wanna get fa n before fa cheren

Your avatar was causing Chrome to flag pages with your posts as having malware, so I removed it. If you want to upload it somewhere else, here is the link: http://pokemon.marriland.com/images/bw/sprites/front/norm/645_landorus_front_norm.png?dateline=1349823911

Thanks!

It wouldn't go down to $10 in 1 week and it didn't cost me actual money cuz I had store credit to this one website.

I just bought a Fa Skyla for $35 I didnt take your advice because I dont know anyone that has one so I cant trade for one lololol

yeah, it's been like that all day here. Are you in Fairfax?

Good Point.

I might just buy it for $30

Dude someone really got 3 fa ex out of 8 packs

No, my friend's cousin

Random Numbers, it might be the way I try to explain things. I try to explain it as simple and as detailed as I possibly can, while covering the main points.

Random Numbers, a derivative function is used to calculate the slope of a tangent line on a curve at any given point. You know to calculate the slope of line is basically rise over run? Derivatives are for finding slopes of lines tangent to a curve.

For example, consider the graph f(x) = x^2. It's a curve (a parabola to be specific), so calculating the slope of a tangent line isn't easy. That's where the derivative comes in. Derivatives are evaluated using limits. If I recall correctly, it looks something like this:

f'(a) = lim [f(b) - f(a)] / (b - a)
____{b -> a}

By the way, as a bit of a spoiler, the derivative of the f(x) = x^2 function is 2x, so the slope of a line tangent to it at x = 1.5 would be 3. (You will see this for yourself later, if you haven't already).

Random Numbers, yes, yes they are.

Hear, hear.