15691
Off Topic / Re: An interesting way to finish off a can of Pringles
« on: November 13, 2008, 11:42:13 PM »
I do the same as Masterlegodude, except with feces instead of Pringles.
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15692
Off Topic / Re: Korean Hoodie
« on: November 13, 2008, 11:37:22 PM »Yes.It was more of a "duh" Orly than "ya right" Orly.
With internet speeds of 1 Gb/s, their epic jobs, language, dancing Storm Troopers and anime, it's undeniable that Japan > Korea.
I'd actually consider going to a vacation there soon (4 - 6 years from now lul). if I manage to learn some Japanese and actually like it there, also find a way to make American money online, I'd definitely consider moving there.
And the Japanese are tribal child enthusiasts. They only like white people for the bigu American dikku, and you're Canadian.
15693
Games / Re: Fallout 3
« on: November 13, 2008, 11:34:27 PM »Anyone kinda bored of it...Due to the fickle nature of women I assume.
I mean it's great and all, but like... iunno i just cant go back to it for some reason.
15694
Off Topic / Re: Korean Hoodie
« on: November 13, 2008, 11:33:14 PM »I don't really mean nerdy, i meant gamer-ishYou mean nerdy?
15696
Off Topic / Re: Korean Hoodie
« on: November 13, 2008, 10:10:39 PM »almost as hot as jess :3Pics or it didn't happen.
15697
Games / Re: Lego Backlot
« on: November 13, 2008, 10:03:58 PM »
I remember playing some Lego Spybotics game online like 7 years ago. It was really fun.
*edit*
Dang, looks like they deleted the game earlier this year.
*edit*
Dang, looks like they deleted the game earlier this year.
15698
Off Topic / Re: Matho-Man Ask me any math question!
« on: November 13, 2008, 09:46:28 PM »What is 2+2 in base 4?Why do people keep asking stupid stuff like 1.23434534534+1.424345434= and what is pi?
15699
Games / Re: Fallout 3
« on: November 13, 2008, 09:31:01 PM »
I prefer unarmed combat myself. It's fun and provides a nice challenge.
15700
Off Topic / Re: Korean Hoodie
« on: November 13, 2008, 09:30:04 PM »
I have a friend who was stationed in Korea for awhile.
On his first guard duty the experienced soldiers had him on "tiger duty". They sent him outside the base with a rifle and a few bullets to keep an eye out for tigers so they wouldn't sneak in and eat people, it's had been a frequent problem.
In reality, there wasn't a tiger sighting in years and it was just an initiation/hazing ritual for new soldiers.
Korean research also sucks ass according to him. They apparently never show nudity and you're lucky if you see the shadow of a tit on the wall.
On his first guard duty the experienced soldiers had him on "tiger duty". They sent him outside the base with a rifle and a few bullets to keep an eye out for tigers so they wouldn't sneak in and eat people, it's had been a frequent problem.
In reality, there wasn't a tiger sighting in years and it was just an initiation/hazing ritual for new soldiers.
Korean research also sucks ass according to him. They apparently never show nudity and you're lucky if you see the shadow of a tit on the wall.
15701
Off Topic / Re: Matho-Man Ask me any math question!
« on: November 13, 2008, 09:22:45 PM »Well, first take your derivative. Because derivative gives us the slope at any point. and because maxs and mins have slopes of 0. we would set our derivative to 0.The work you showed is as far as I got. I was under the impression that I should plug the critical points and end points( 0 and pi) back into f(x) to check their values. That would tell me their y value. The end points because it's a closed interval and the critical point because that's where x would be lowest or highest before turning around.
first: f'(x)=cos(x)+1
so we set that equal to 0
0 = cos(x)+1
and we solve for x.
-1 = cos(x)
arccos(-1) = x
x = pi or 3.14159
so that is our x value at an absolute max or min. you find y values to the left and right of that x value to find out if it is a max or min.
Infinity. that is what I presume
f(0)=0+sin(0)=0
f(pi)=pi+sin(pi)=pi
I was unsure of what to do with those though as it looked weird to me.
For the second one, work would be nice ;o
I played around with some infinity and negative infinity bullstuff. I heard the answer was 1 or something though, not sure yet.
15702
Off Topic / Re: Matho-Man Ask me any math question!
« on: November 13, 2008, 08:53:30 PM »TI-89 is a waste of money quite frankly.Derivatives are easy ;o
Another question about absolute maxes and mins.
f(x)= x+sin(x)
On the interval [0,π] find the absolute max and min.
I must have been screwing something up as I had a hard time getting an answer.
15703
Off Topic / Re: Matho-Man Ask me any math question!
« on: November 13, 2008, 08:51:33 PM »
What is the real positive number such that the number and it's inverse is as small as possible?
That was a question on my math test yesterday. No clue what to do so I bullstuff my way to some (wrong) answer.
Calculus 1 in college by the way.
That was a question on my math test yesterday. No clue what to do so I bullstuff my way to some (wrong) answer.
Calculus 1 in college by the way.
15704
Off Topic / Re: Polarity Questions
« on: November 13, 2008, 08:20:11 PM »Could be.Ya, you don't what these were rated for and you could have very broke them.
Maybe you burnt them with the 9V. Sometimes you can't notice it and end up wondering "wtf" later on.
LEDs are typically very sensitive to high temperatures, current, and voltage.