Yasu's been very cheeky lately. Haha. I'm sorta not as flailing as much as I should be b/c I'm pretty stressed at the moment, and instead of getting excited, I'm sorta getting frustrated with club8 b/c i want to know already xD haha <3
I think that is the point! =D I don't know why, but Eito keeps on appearing in my mind during Math classes, and I can't help but associate them *lol*! XDD
Ok, let's see...I used the formula of combination. Basically, you use combination to arrange different elements whose order doesn't matter. And the order I arrange Eito or NEWS members to form pairings really doesn't matter. It can be both Koyama and Shige or Shige and Koyama (XD).
I googled to find the formula because I don't know how to write it at computer. XD Here and here you can find more explanation and the combination formula.
Let's use the example of Kanjani. I'll arrange 7 members into different pairings. So, it is C7,2 = (7 2), read as "7 choose 2", in which n=7 and r=2. In the formula, replace the letters by the respective number, resulting in something like this: 7!/2!5!
Develop the permutation of 7 until 5!, in which you can simplify with the 5!
->7x6x5!/2!5!
Then, you develop the permutation of 2! into 2x1 ->7x6/2x1= 42/2 = 21
->C7,2 = 21
I don't know if it's clear...It's difficult to write formulas here and even the division got so horrible... ~~'
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Weird weather is weird. The weather is like that here too. sudden changes.
Kanjani8 is random. can't expect their club to be much different, can we? XD
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The climate change seems to be global... Wonder what'll be of Earth in the future =/
They're so random that he have to expect anything coming from them XDD
(Oh, and I forgot to say that I added you on twitter XD)
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Idk, thanks a lot global warming >_<
Exactly. And I noticed you following me~ :) I though i had followed you back though, but i guess not so i'm following you back now! :D
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I'm discovering that twitter is a very practical mean of communication XD
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I don't know why, but Eito keeps on appearing in my mind during Math classes, and I can't help but associate them *lol*! XDD
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I googled to find the formula because I don't know how to write it at computer. XD Here and here you can find more explanation and the combination formula.
Let's use the example of Kanjani. I'll arrange 7 members into different pairings. So, it is C7,2 = (7 2), read as "7 choose 2", in which n=7 and r=2.
In the formula, replace the letters by the respective number, resulting in something like this: 7!/2!5!
Develop the permutation of 7 until 5!, in which you can simplify with the 5!
->7x6x5!/2!5!
Then, you develop the permutation of 2! into 2x1
->7x6/2x1= 42/2 = 21
->C7,2 = 21
I don't know if it's clear...It's difficult to write formulas here and even the division got so horrible... ~~'
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