Simple Maths Riddle 5
Here's a special one for you!
I am prime, I am composite
Sum my digits and half; I'll be perfect!
Don't multiply them, I won't yield a thing
But don't worry, it's only the beginning!
What am I?
riddle mathematics rhyme
add a comment |
Here's a special one for you!
I am prime, I am composite
Sum my digits and half; I'll be perfect!
Don't multiply them, I won't yield a thing
But don't worry, it's only the beginning!
What am I?
riddle mathematics rhyme
add a comment |
Here's a special one for you!
I am prime, I am composite
Sum my digits and half; I'll be perfect!
Don't multiply them, I won't yield a thing
But don't worry, it's only the beginning!
What am I?
riddle mathematics rhyme
Here's a special one for you!
I am prime, I am composite
Sum my digits and half; I'll be perfect!
Don't multiply them, I won't yield a thing
But don't worry, it's only the beginning!
What am I?
riddle mathematics rhyme
riddle mathematics rhyme
asked 2 hours ago
TheSimpliFire
2,109429
2,109429
add a comment |
add a comment |
3 Answers
3
active
oldest
votes
Hoping this is good
$2019$
I am prime, I am composite
Prime as in beginning and composite as $2019 = 3cdot673$
Sum my digits and half; I'll be perfect!
$2 + 0 + 1 + 9 = 12$, then $12/2 = 6$
Don't multiply them, I won't yield a thing
$2 cdot 0 cdot 1 cdot 9 = 0$
But don't worry, it's only the beginning!
Happening around the world today!
1
This must be the answer!
– Matt Cremeens
1 hour ago
Yes, you got it! Prime can also mean importance, and it is so for a new year :)
– TheSimpliFire
1 hour ago
add a comment |
I'm thinking it might be
$39$
$(3+9)/2=6$, a perfect number as its factors sum to the number itself: $1+2+3=6$
$3$ is prime and $9$ is composite
Multiplying them won't yield just a thing, it yields $3times 9=27$ things
I am a bit hung up on this but perhaps $39$ is the beginning of a sequence where these rules hold true (i.e., it's the smallest number produced by these rules). Or perhaps it's the first two of this series: $3^1, 3^2, 3^3, cdots$
1
(3+8)/2 is not 6, but 5.5
– SPK.z
1 hour ago
Nope, unfortunately, but good attempt!
– TheSimpliFire
1 hour ago
1
@SPK.z I can't believe I made that mistake. I'll edit.
– Matt Cremeens
1 hour ago
add a comment |
Partial:
Are you
1?
I am prime, I am composite
Some say 1 is prime, some say it is composite
Sum my digits and half; I'll be perfect!
? Perfect number?
Don't multiply them, I won't yield a thing
any n*1 yield n
But don't worry, it's only the beginning!
beginning of natural numbers
Nope (1 isn't conventionally a perfect number) ;P
– TheSimpliFire
1 hour ago
1
Technically 1 is neither prime nor composite.
– tilper
41 mins ago
add a comment |
Your Answer
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3 Answers
3
active
oldest
votes
3 Answers
3
active
oldest
votes
active
oldest
votes
active
oldest
votes
Hoping this is good
$2019$
I am prime, I am composite
Prime as in beginning and composite as $2019 = 3cdot673$
Sum my digits and half; I'll be perfect!
$2 + 0 + 1 + 9 = 12$, then $12/2 = 6$
Don't multiply them, I won't yield a thing
$2 cdot 0 cdot 1 cdot 9 = 0$
But don't worry, it's only the beginning!
Happening around the world today!
1
This must be the answer!
– Matt Cremeens
1 hour ago
Yes, you got it! Prime can also mean importance, and it is so for a new year :)
– TheSimpliFire
1 hour ago
add a comment |
Hoping this is good
$2019$
I am prime, I am composite
Prime as in beginning and composite as $2019 = 3cdot673$
Sum my digits and half; I'll be perfect!
$2 + 0 + 1 + 9 = 12$, then $12/2 = 6$
Don't multiply them, I won't yield a thing
$2 cdot 0 cdot 1 cdot 9 = 0$
But don't worry, it's only the beginning!
Happening around the world today!
1
This must be the answer!
– Matt Cremeens
1 hour ago
Yes, you got it! Prime can also mean importance, and it is so for a new year :)
– TheSimpliFire
1 hour ago
add a comment |
Hoping this is good
$2019$
I am prime, I am composite
Prime as in beginning and composite as $2019 = 3cdot673$
Sum my digits and half; I'll be perfect!
$2 + 0 + 1 + 9 = 12$, then $12/2 = 6$
Don't multiply them, I won't yield a thing
$2 cdot 0 cdot 1 cdot 9 = 0$
But don't worry, it's only the beginning!
Happening around the world today!
Hoping this is good
$2019$
I am prime, I am composite
Prime as in beginning and composite as $2019 = 3cdot673$
Sum my digits and half; I'll be perfect!
$2 + 0 + 1 + 9 = 12$, then $12/2 = 6$
Don't multiply them, I won't yield a thing
$2 cdot 0 cdot 1 cdot 9 = 0$
But don't worry, it's only the beginning!
Happening around the world today!
answered 1 hour ago
Tom
30.6k3104176
30.6k3104176
1
This must be the answer!
– Matt Cremeens
1 hour ago
Yes, you got it! Prime can also mean importance, and it is so for a new year :)
– TheSimpliFire
1 hour ago
add a comment |
1
This must be the answer!
– Matt Cremeens
1 hour ago
Yes, you got it! Prime can also mean importance, and it is so for a new year :)
– TheSimpliFire
1 hour ago
1
1
This must be the answer!
– Matt Cremeens
1 hour ago
This must be the answer!
– Matt Cremeens
1 hour ago
Yes, you got it! Prime can also mean importance, and it is so for a new year :)
– TheSimpliFire
1 hour ago
Yes, you got it! Prime can also mean importance, and it is so for a new year :)
– TheSimpliFire
1 hour ago
add a comment |
I'm thinking it might be
$39$
$(3+9)/2=6$, a perfect number as its factors sum to the number itself: $1+2+3=6$
$3$ is prime and $9$ is composite
Multiplying them won't yield just a thing, it yields $3times 9=27$ things
I am a bit hung up on this but perhaps $39$ is the beginning of a sequence where these rules hold true (i.e., it's the smallest number produced by these rules). Or perhaps it's the first two of this series: $3^1, 3^2, 3^3, cdots$
1
(3+8)/2 is not 6, but 5.5
– SPK.z
1 hour ago
Nope, unfortunately, but good attempt!
– TheSimpliFire
1 hour ago
1
@SPK.z I can't believe I made that mistake. I'll edit.
– Matt Cremeens
1 hour ago
add a comment |
I'm thinking it might be
$39$
$(3+9)/2=6$, a perfect number as its factors sum to the number itself: $1+2+3=6$
$3$ is prime and $9$ is composite
Multiplying them won't yield just a thing, it yields $3times 9=27$ things
I am a bit hung up on this but perhaps $39$ is the beginning of a sequence where these rules hold true (i.e., it's the smallest number produced by these rules). Or perhaps it's the first two of this series: $3^1, 3^2, 3^3, cdots$
1
(3+8)/2 is not 6, but 5.5
– SPK.z
1 hour ago
Nope, unfortunately, but good attempt!
– TheSimpliFire
1 hour ago
1
@SPK.z I can't believe I made that mistake. I'll edit.
– Matt Cremeens
1 hour ago
add a comment |
I'm thinking it might be
$39$
$(3+9)/2=6$, a perfect number as its factors sum to the number itself: $1+2+3=6$
$3$ is prime and $9$ is composite
Multiplying them won't yield just a thing, it yields $3times 9=27$ things
I am a bit hung up on this but perhaps $39$ is the beginning of a sequence where these rules hold true (i.e., it's the smallest number produced by these rules). Or perhaps it's the first two of this series: $3^1, 3^2, 3^3, cdots$
I'm thinking it might be
$39$
$(3+9)/2=6$, a perfect number as its factors sum to the number itself: $1+2+3=6$
$3$ is prime and $9$ is composite
Multiplying them won't yield just a thing, it yields $3times 9=27$ things
I am a bit hung up on this but perhaps $39$ is the beginning of a sequence where these rules hold true (i.e., it's the smallest number produced by these rules). Or perhaps it's the first two of this series: $3^1, 3^2, 3^3, cdots$
edited 46 mins ago
TheSimpliFire
2,109429
2,109429
answered 1 hour ago
Matt Cremeens
23229
23229
1
(3+8)/2 is not 6, but 5.5
– SPK.z
1 hour ago
Nope, unfortunately, but good attempt!
– TheSimpliFire
1 hour ago
1
@SPK.z I can't believe I made that mistake. I'll edit.
– Matt Cremeens
1 hour ago
add a comment |
1
(3+8)/2 is not 6, but 5.5
– SPK.z
1 hour ago
Nope, unfortunately, but good attempt!
– TheSimpliFire
1 hour ago
1
@SPK.z I can't believe I made that mistake. I'll edit.
– Matt Cremeens
1 hour ago
1
1
(3+8)/2 is not 6, but 5.5
– SPK.z
1 hour ago
(3+8)/2 is not 6, but 5.5
– SPK.z
1 hour ago
Nope, unfortunately, but good attempt!
– TheSimpliFire
1 hour ago
Nope, unfortunately, but good attempt!
– TheSimpliFire
1 hour ago
1
1
@SPK.z I can't believe I made that mistake. I'll edit.
– Matt Cremeens
1 hour ago
@SPK.z I can't believe I made that mistake. I'll edit.
– Matt Cremeens
1 hour ago
add a comment |
Partial:
Are you
1?
I am prime, I am composite
Some say 1 is prime, some say it is composite
Sum my digits and half; I'll be perfect!
? Perfect number?
Don't multiply them, I won't yield a thing
any n*1 yield n
But don't worry, it's only the beginning!
beginning of natural numbers
Nope (1 isn't conventionally a perfect number) ;P
– TheSimpliFire
1 hour ago
1
Technically 1 is neither prime nor composite.
– tilper
41 mins ago
add a comment |
Partial:
Are you
1?
I am prime, I am composite
Some say 1 is prime, some say it is composite
Sum my digits and half; I'll be perfect!
? Perfect number?
Don't multiply them, I won't yield a thing
any n*1 yield n
But don't worry, it's only the beginning!
beginning of natural numbers
Nope (1 isn't conventionally a perfect number) ;P
– TheSimpliFire
1 hour ago
1
Technically 1 is neither prime nor composite.
– tilper
41 mins ago
add a comment |
Partial:
Are you
1?
I am prime, I am composite
Some say 1 is prime, some say it is composite
Sum my digits and half; I'll be perfect!
? Perfect number?
Don't multiply them, I won't yield a thing
any n*1 yield n
But don't worry, it's only the beginning!
beginning of natural numbers
Partial:
Are you
1?
I am prime, I am composite
Some say 1 is prime, some say it is composite
Sum my digits and half; I'll be perfect!
? Perfect number?
Don't multiply them, I won't yield a thing
any n*1 yield n
But don't worry, it's only the beginning!
beginning of natural numbers
answered 1 hour ago
Omega Krypton
2,2731226
2,2731226
Nope (1 isn't conventionally a perfect number) ;P
– TheSimpliFire
1 hour ago
1
Technically 1 is neither prime nor composite.
– tilper
41 mins ago
add a comment |
Nope (1 isn't conventionally a perfect number) ;P
– TheSimpliFire
1 hour ago
1
Technically 1 is neither prime nor composite.
– tilper
41 mins ago
Nope (1 isn't conventionally a perfect number) ;P
– TheSimpliFire
1 hour ago
Nope (1 isn't conventionally a perfect number) ;P
– TheSimpliFire
1 hour ago
1
1
Technically 1 is neither prime nor composite.
– tilper
41 mins ago
Technically 1 is neither prime nor composite.
– tilper
41 mins ago
add a comment |
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