更新1:
INTEGERS ONLY YOU RUDE F*CKS
What's your favorite number?
回答 (114)
2014-12-13 5:30 pm
7
2014-12-12 6:55 pm
I know that 1 is the loneliest number but I don't know about the favorite number. Can you hum a few bars?
2014-12-11 8:23 am
8
2014-12-11 8:10 am
π
As empire said, you did put this in the mathematics section. But I'd choose 2 if it had to be an integer. First prime and all that.
As empire said, you did put this in the mathematics section. But I'd choose 2 if it had to be an integer. First prime and all that.
2014-12-11 8:13 am
My favorite number between 1 and 9 is probably φ, the golden ratio.
φ ≈ 1.618 and has a lot of really nice properties.
You did ask this in the math section after all!
If I absolutely HAD to choose an integer, I guess it would be 8. Just 'cause.
φ ≈ 1.618 and has a lot of really nice properties.
You did ask this in the math section after all!
If I absolutely HAD to choose an integer, I guess it would be 8. Just 'cause.
2014-12-13 7:29 pm
7
2014-12-13 8:35 am
7
2014-12-14 5:05 am
7
2014-12-17 9:38 am
8
2014-12-16 12:48 pm
6
2014-12-15 8:59 pm
7 is my lucky number. but 5 and 7
2014-12-15 8:08 pm
1 is in a league of its own so yeah.
2014-12-15 4:19 am
7
2014-12-14 6:36 pm
Lucky 7
2014-12-14 4:35 pm
7 - arbitrary choice.
2014-12-14 2:40 pm
1 ...coz i wanna remain first.
2014-12-14 6:14 am
8
2014-12-14 10:23 am
It's 2.
2014-12-14 1:53 am
7
2014-12-13 6:48 pm
pi
2014-12-13 12:29 pm
7
2014-12-13 7:24 am
7
2014-12-12 11:22 pm
7
2014-12-12 3:42 pm
1 is my favorite no because it is most universal for application in digital language of computer programming, it is the smallest integer and any no multiplied by 1 remains unchanged and thus it is a noble no like noble gas , any no be small or large becomes smaller than its phase value when they show their ego to no 1 who by inversing make them realize that 1 is mightier than them
2014-12-12 4:53 am
Easily 1 since we dont get to choose zero. Those are the only 2 numbers that matter =p
2014-12-12 3:58 am
7
2014-12-11 7:46 pm
9 biggest one digit number
2014-12-13 11:30 am
18
2014-12-11 8:16 am
4
2015-03-22 9:08 am
1
2015-02-02 2:23 pm
1
2015-01-05 2:54 am
77
2015-01-04 6:26 pm
Zero. Because all the others are nothing without nothing.
2015-01-04 4:27 am
8
2015-01-03 7:18 am
21
2015-01-02 10:18 pm
19
2014-12-28 11:30 am
Pie - 3.14
2014-12-26 6:27 am
21 LOL Jokes...... dont have one ):
2014-12-26 4:37 am
1
2014-12-25 5:08 am
1
2014-12-24 9:04 am
2
2014-12-23 8:44 pm
1
2014-12-23 8:34 pm
2
2014-12-23 9:34 am
4
2014-12-19 10:11 pm
7
2014-12-19 7:07 pm
1
2014-12-19 4:44 pm
4
2014-12-19 2:40 pm
7
2014-12-19 2:08 pm
7
2014-12-19 1:35 am
4
2014-12-18 7:40 am
4
2014-12-18 6:45 am
3
2014-12-18 3:33 am
21
2014-12-18 12:57 am
2 because it takes two to fall in luv
2014-12-17 10:20 pm
1
2014-12-17 9:49 pm
I have no favorite. It serves no meaning to me.
2014-12-17 9:07 pm
1
2014-12-17 5:43 am
9
2014-12-16 11:36 pm
2 because even though it is even, it is still prime. very deceitful. i like it
2014-12-16 10:36 pm
My favorite number is seven (7).
2014-12-16 2:02 am
π
2014-12-16 12:27 am
THHHREEEEEEEEEEEEEEEEEEEEEEEEE
THERE WERE THREEEE OF THEM
COCO WAS HIS NAME *****
COCO WAS HIS ************* NAME
I AINT GOING TO HEAVEN *****, I ALREADY SOLD MY SOUL TO LUCIFER!
THERE WERE THREEEE OF THEM
COCO WAS HIS NAME *****
COCO WAS HIS ************* NAME
I AINT GOING TO HEAVEN *****, I ALREADY SOLD MY SOUL TO LUCIFER!
2014-12-15 11:01 pm
5
2014-12-15 7:01 pm
1-9 is my favorite but 1 is best
2014-12-15 5:18 pm
obviously 1
2014-12-15 3:11 pm
1
2014-12-15 12:30 pm
no.1
however whats the matter dude
however whats the matter dude
2014-12-15 12:11 pm
9 because is my birthday.
2014-12-15 11:03 am
3
2014-12-15 10:48 am
√2
Its the first number the Pythoreans encountered and said "What the hell is this?"
Its the first number the Pythoreans encountered and said "What the hell is this?"
2014-12-15 10:17 am
5
2014-12-15 9:34 am
3:)
2014-12-15 4:13 am
5
2014-12-15 3:59 am
I also like 3.
2014-12-14 11:09 pm
6
2014-12-14 8:36 pm
i^i
2014-12-14 6:57 pm
pi 3.1415926................................................................................................................................................................................................................................................................................................................................................
2014-12-14 6:34 pm
No favorite numbers. I learned them all!
2014-12-14 6:00 pm
4
2014-12-13 8:15 pm
Three.
The three men I admire the most.
The Father, Son and holy Ghost.
The three men I admire the most.
The Father, Son and holy Ghost.
2014-12-13 12:53 pm
there are not good and bad numbers in the world , I love them all equally. - srinivasa ramanujan
2014-12-13 10:37 am
5
2014-12-13 6:48 am
TILU
2014-12-13 3:20 am
My favorite number is 6 and 21.
2014-12-12 7:56 pm
711
2014-12-12 12:34 pm
i, e, π(id est pie)
2014-12-12 11:22 am
Euler number e.
2014-12-11 10:12 pm
0.
2014-12-11 11:01 am
If you won't include 0, then I pick e and pi.
2014-12-11 8:58 am
9 of Wands is me.
2014-12-20 7:27 pm
none
2014-12-15 5:20 am
4
2014-12-14 12:57 pm
5
2014-12-14 11:13 am
2
2014-12-14 9:06 am
2
2014-12-14 5:53 am
1
2014-12-14 1:02 am
The thing is, there are infinitely many options to pick from. If decimals are included....
2014-12-14 12:34 am
5
2014-12-13 9:26 pm
4
2014-12-13 8:38 am
17
2014-12-13 7:13 am
6
2014-12-13 3:31 am
6 Why?
First, Ernie tells Bert that 6 isn't anyone's favorite number.
Second, "I am not a number! I am a free man!"
And finally the real reason: the only symmetric group which admits an outer automorphism is the symmetric group on three letters.
First, Ernie tells Bert that 6 isn't anyone's favorite number.
Second, "I am not a number! I am a free man!"
And finally the real reason: the only symmetric group which admits an outer automorphism is the symmetric group on three letters.
2014-12-12 7:15 pm
4
2014-12-12 7:57 am
5
2014-12-11 12:11 pm
5
2014-12-11 10:01 am
5
2014-12-14 4:39 am
3
2014-12-13 8:51 am
1 to 9 all are my favorite digit. Because all the digit are related to other digit.
For example, if you think about 9, 9 can be made by many several ways, like 1+2+6=9, 2+3+4=9 etc. It is same for all the digit.
For example, if you think about 9, 9 can be made by many several ways, like 1+2+6=9, 2+3+4=9 etc. It is same for all the digit.
2014-12-13 6:39 am
3
2014-12-12 4:37 pm
3
2014-12-11 1:59 pm
1
2014-12-11 8:45 am
3
2014-12-11 9:52 am
3.578
integers are boring
also I quite like i
integers are boring
also I quite like i
收錄日期: 2021-04-18 00:23:13
原文連結 [永久失效]:
https://hk.answers.yahoo.com/question/index?qid=20141211000814AAvyMow