I'm more than my brother but have less
Clash Royale CLAN TAG#URR8PPP
$begingroup$
We are two brothers
bounded by a circle
I'm his double
but he has twice more legs than me
What are we?
riddle
$endgroup$
add a comment |
$begingroup$
We are two brothers
bounded by a circle
I'm his double
but he has twice more legs than me
What are we?
riddle
$endgroup$
$begingroup$
This is my first riddle, and if anything should be unclear or two broad, I'd like to apologize for that in advance.
$endgroup$
– yunzen
Jan 18 at 10:03
add a comment |
$begingroup$
We are two brothers
bounded by a circle
I'm his double
but he has twice more legs than me
What are we?
riddle
$endgroup$
We are two brothers
bounded by a circle
I'm his double
but he has twice more legs than me
What are we?
riddle
riddle
asked Jan 18 at 9:58
yunzenyunzen
43611
43611
$begingroup$
This is my first riddle, and if anything should be unclear or two broad, I'd like to apologize for that in advance.
$endgroup$
– yunzen
Jan 18 at 10:03
add a comment |
$begingroup$
This is my first riddle, and if anything should be unclear or two broad, I'd like to apologize for that in advance.
$endgroup$
– yunzen
Jan 18 at 10:03
$begingroup$
This is my first riddle, and if anything should be unclear or two broad, I'd like to apologize for that in advance.
$endgroup$
– yunzen
Jan 18 at 10:03
$begingroup$
This is my first riddle, and if anything should be unclear or two broad, I'd like to apologize for that in advance.
$endgroup$
– yunzen
Jan 18 at 10:03
add a comment |
1 Answer
1
active
oldest
votes
$begingroup$
I think this is a play on something around
pi ($pi$) and tau ($tau$) both circle ratios.
I'm his double but he has twice more legs than me
$tau = 2pi$ but $pi$ has twice the number of legs of $tau$.
$endgroup$
2
$begingroup$
That was even faster than I'm allowed to accept it
$endgroup$
– yunzen
Jan 18 at 10:13
1
$begingroup$
Thanks HerrSerker! I was fortunate as once asked Before the Ides of March
$endgroup$
– Tom
Jan 18 at 10:18
add a comment |
Your Answer
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1 Answer
1
active
oldest
votes
1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
$begingroup$
I think this is a play on something around
pi ($pi$) and tau ($tau$) both circle ratios.
I'm his double but he has twice more legs than me
$tau = 2pi$ but $pi$ has twice the number of legs of $tau$.
$endgroup$
2
$begingroup$
That was even faster than I'm allowed to accept it
$endgroup$
– yunzen
Jan 18 at 10:13
1
$begingroup$
Thanks HerrSerker! I was fortunate as once asked Before the Ides of March
$endgroup$
– Tom
Jan 18 at 10:18
add a comment |
$begingroup$
I think this is a play on something around
pi ($pi$) and tau ($tau$) both circle ratios.
I'm his double but he has twice more legs than me
$tau = 2pi$ but $pi$ has twice the number of legs of $tau$.
$endgroup$
2
$begingroup$
That was even faster than I'm allowed to accept it
$endgroup$
– yunzen
Jan 18 at 10:13
1
$begingroup$
Thanks HerrSerker! I was fortunate as once asked Before the Ides of March
$endgroup$
– Tom
Jan 18 at 10:18
add a comment |
$begingroup$
I think this is a play on something around
pi ($pi$) and tau ($tau$) both circle ratios.
I'm his double but he has twice more legs than me
$tau = 2pi$ but $pi$ has twice the number of legs of $tau$.
$endgroup$
I think this is a play on something around
pi ($pi$) and tau ($tau$) both circle ratios.
I'm his double but he has twice more legs than me
$tau = 2pi$ but $pi$ has twice the number of legs of $tau$.
answered Jan 18 at 10:07
TomTom
31.9k3109186
31.9k3109186
2
$begingroup$
That was even faster than I'm allowed to accept it
$endgroup$
– yunzen
Jan 18 at 10:13
1
$begingroup$
Thanks HerrSerker! I was fortunate as once asked Before the Ides of March
$endgroup$
– Tom
Jan 18 at 10:18
add a comment |
2
$begingroup$
That was even faster than I'm allowed to accept it
$endgroup$
– yunzen
Jan 18 at 10:13
1
$begingroup$
Thanks HerrSerker! I was fortunate as once asked Before the Ides of March
$endgroup$
– Tom
Jan 18 at 10:18
2
2
$begingroup$
That was even faster than I'm allowed to accept it
$endgroup$
– yunzen
Jan 18 at 10:13
$begingroup$
That was even faster than I'm allowed to accept it
$endgroup$
– yunzen
Jan 18 at 10:13
1
1
$begingroup$
Thanks HerrSerker! I was fortunate as once asked Before the Ides of March
$endgroup$
– Tom
Jan 18 at 10:18
$begingroup$
Thanks HerrSerker! I was fortunate as once asked Before the Ides of March
$endgroup$
– Tom
Jan 18 at 10:18
add a comment |
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$begingroup$
This is my first riddle, and if anything should be unclear or two broad, I'd like to apologize for that in advance.
$endgroup$
– yunzen
Jan 18 at 10:03