http://www.wimp.com/weakest/
Watch b-real miss this one.
"Nate-dogg, why are your hands in your pockets?"
"So I won't steal nothin"
They really were not ment to be on a gameshow.
You gotta watch the whole thing, it's hilarious..
It's still going..Originally Posted by slvoid
I dont even recignize these guys, except for nate dog and xibit.
I missed the 20X16 question when i tried to think of it that quick. Probably a result of calculator dependence, i rarely do simple math in my head any more.
You can never be too Specialized
Click here if any of the following apply to you:
1 You dont like Specialized, 2 You drive a SUV, 3 Your name is George Bush
that airs in the UK doesnt it? That episode is ****ing hilarious
Life is about hanging onto what you think is important and finding out what really is important.
"Stop Ruining my joke!", "No, a joke implies humor attached at no additional cost"
So many sayings, so little sig space.
yeahOriginally Posted by KingTermite
Life is about hanging onto what you think is important and finding out what really is important.
"Stop Ruining my joke!", "No, a joke implies humor attached at no additional cost"
So many sayings, so little sig space.
One easy way to do multiplaction of large numbers is to break things into basic parts. Consider your example of 20*16.Originally Posted by ChAnMaN
We then have 20*16=20*(10+6)=20*10 + 20*6=320=(10+10)*16=2*(10*16). You can break up the two numbers however you want, as long as you follow the distributive law.
Consider a slightly more complicated example. 27*19. We can write 27*19=(20+7)*(10+9)=20*10+20*9+7*10+7*9=200+180+70+63=513.
While that is a good heurestic example, it does not lend itself well to mental computation. What I personally would do when confronted with 27*19 is to think 27*10+(20*9+7*9). That involves less computation. Immediately you can see 27*10=270, and almost as fast recognize 9*20=180.
As we hinted at in the first example, one can also apply the Fundamental Theorem of Arithmetic. For those who do not recall, this says that we can break any number into a product of a power of primes. So for any integer q, we have q=p1^a1*p2^a2...*pn^an, where pj is a prime and ai a natural number. (This is not to be confused with the fundamental theorem of algebra, which states that the field of complex numbers C is algebraically closed).
Applying this theorem works well when we can factor out a small, single digit prime. For instance 14*21 reduces to the much more manageable (7*2)*21=7*(2*21)=7*42=7*40+7*2=280+14=294.
For instance 14*21
heh
10 * 21 = 210 and 4 * 21 is 42 + 42 or 84
210 + 84 is 294
Life is about hanging onto what you think is important and finding out what really is important.
"Stop Ruining my joke!", "No, a joke implies humor attached at no additional cost"
So many sayings, so little sig space.
I got the 16x20 right... but I broke it up differenty.. 10*(16*2)= 10*32=320
I was sad when it didn't finish out, was hilarious.
"So I dont steal nuthin'" was hilarious
ok, thanks for all the hints but i know how to do math.......i was just drawing a bit of a blank trying to think of that answer.
You can never be too Specialized
Click here if any of the following apply to you:
1 You dont like Specialized, 2 You drive a SUV, 3 Your name is George Bush
What I want to know is how to do fractions in your head. I mean, I have the basic ones memorized. I know 1/4 = 0.250, 1/2 = 0.500, 3/5 = 0.375, and several others that are basic measurements or common fractions.
There is this guy in my statistics class that can do things like 12/19 (arbitrary) and take it out to 4 decimal places.
I guess you could break it down to:
12 > (19 / 2) th.f.: 12/19 > 0.500
12/19 * 2/1 = 24 / 38
24 / 38 = 19/38 + 5/38
19/38 = .5 + 5/38
But that is as far as I can get
Thats like asking someone with photographic memory how he memorizes things.
I went to a specialized high school and met 2 people, one with chronological memory and the other with phonographical memory. You can ask the dude the order that the students walked out of class in on november 9th 1994 and he can tell you. And this chick knew the lyrics to every song she ever heard just once and could repeat it back to you.