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post #51916 of 149448
Quote:
Originally Posted by jgray91 View Post

Holy touhou, this is soooooo good. Name of the band/album/song in romaji plz?
東方爆音ジャズ3メドレー【東京アクティブNEETs】
Touhou Bakuon Jazz 3 Medley [Touhou Active NEETs]
post #51917 of 149448
Arigatou gozaimasu. OTL
post #51918 of 149448

on top love? OTL? is that a position?
Ah, kk tilpo :3

guys, how do I see the bad seller ratings specifically on amazon? It just tells me the stats, but I can't find the reviews

post #51919 of 149448
Quote:
Originally Posted by Tilpo View Post

Quote:
Originally Posted by jgray91 View Post

Holy touhou, this is soooooo good. Name of the band/album/song in romaji plz?
東方爆音ジャズ3メドレー【東京アクティブNEETs】
Touhou Bakuon Jazz 3 Medley [Touhou Active NEETs]

On both jps and last.fm they're romanized as TOKYO Active NEETs
post #51920 of 149448
last.fm is still unplayable in both countries that I live in.
post #51921 of 149448
Quote:
Originally Posted by jgray91 View Post

last.fm is still unplayable in both countries that I live in.

jgray lives in 2 countries? 

post #51922 of 149448
I know this isnt the math thread. But bear with my idiocy.

How do i find out the number of combinations if I wanted to order the numbers:1,2,3,4,5 in different ways.

I know i got this wrong on the Sat, so im curious on how to solve it. There is a formula for this right?
post #51923 of 149448
Done writing the music review. Now proofreading. While it's not quite on the level of work I hope to achieve, I must say that I'm quite satisfied with the result.
Quote:
Originally Posted by Accoun View Post

On both jps and last.fm they're romanized as TOKYO Active NEETs

Whoops, that second character wasn't 'hou'. My mistake.
post #51924 of 149448
Quote:
Originally Posted by EveTan View Post

I know this isnt the math thread. But bear with my idiocy.

How do i find out the number of combinations if I wanted to order the numbers:1,2,3,4,5 in different ways.

I know i got this wrong on the Sat, so im curious on how to solve it. There is a formula for this right?
5 factorial?
post #51925 of 149448
Thread Starter 
Quote:
Originally Posted by jgray91 View Post


5 factorial?

Correct. For those who don't know what factorial is, it's basically multiplying all of the numbers going down one from the number you're at, so for example, 5 factorial would be 5 x 4 x 3 x 2 x 1 (we leave out the x 1 since it's a bit pointless).

 

Anyways, since you cannot have repeating numbers for this problem, the first digit has 5 possibilities, the second digit has 4 possibilities (because the first digit used one of those 5 possibilities), the third digit and 3 possibilities, and so forth.

 

The answer would be 120.


Edited by HybridCore - 1/26/13 at 2:08pm
post #51926 of 149448
Quote:
Originally Posted by b1o2r3i4s5 View Post

Sure.... but how am I gonna ask everyone what they want?

Think I need to make a e-mailing list for P-H so I can contact everyone...

Well I have the emails of everyone who registered on the forum... I don't know if everyone getting on is registered there though...

 

 

 

Nothing else to quote.... >_< this sucks.

post #51927 of 149448
Quote:
Originally Posted by HybridCore View Post

Correct. For those who don't know what factorial is, it's basically multiplying all of the numbers going down one from the number you're at, so for example, 5 factorial would be 5 x 4 x 3 x 2 x 1 (we leave out the x 1 since it's a bit pointless).

Anyways, since you cannot have repeating numbers for this problem, the first digit has 5 possibilities, the second digit has 4 possibilities (because the first digit used one of those 5 possibilities), the third digit and 3 possibilities, and so forth.

The answer would be 120.

That answer is sooo unmathematical.

What you're looking for is the amount of unique permutations of the sequence {1,2,3,4,5}. Which is indeed 5!.
post #51928 of 149448
Quote:
Originally Posted by b1o2r3i4s5 View Post

]
Sure.... but how am I gonna ask everyone what they want?
Think I need to make a e-mailing list for P-H so I can contact everyone...

Group PM here?
post #51929 of 149448

Nooo Stop it! You're making me feel stupid XD. 

 

Haha but in all seriousness, thanks Jgray, Haibu, and Rikkun? (tilpo? not too familiar with the nicknames here)


Edited by EveTan - 1/26/13 at 2:16pm
post #51930 of 149448
Quote:
Originally Posted by Tilpo View Post


That answer is sooo unmathematical.

What you're looking for is the amount of unique permutations of the sequence {1,2,3,4,5}. Which is indeed 5!.

He was explaining to the uninitiated.

@eve, I'm left out? frown.gif
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