Cross-number puzzle
Clash Royale CLAN TAG#URR8PPP
up vote
14
down vote
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ACROSS:
A. a square
C. a multiple of N Across
E. (C Down) $times$ (I Across)
G. a square root of A Down
I. a square root of D Down
J. (J Across) $times$ (K Across) = (F Down) $times$ (M Down)
K. (J Across) $times$ (K Across) = (F Down) $times$ (M Down)
L. a divisor of H Down
N. a divisor of O Down
P. a divisor of I Down
R. a multiple of P Down
S. a square of Q Down
DOWN:
A. a square of G Across
B. a square
C. not a square
D. $1000-$(A Across)
F. a power
H. (L Across) $times$ (N Across)
I. a multiple of P Across
L. (P Down) $times$ (Q Down)
M. a power
O. a multiple of N Across
P. a divisor of R Across
Q. a square root of S Across
Edit:
No numbers begin with digit 0 and all numbers are different. So the correct answer should contain twelve distinct 2-digit numbers and twelve distinct 3-digit numbers.
mathematics crosswords
add a comment |Â
up vote
14
down vote
favorite
ACROSS:
A. a square
C. a multiple of N Across
E. (C Down) $times$ (I Across)
G. a square root of A Down
I. a square root of D Down
J. (J Across) $times$ (K Across) = (F Down) $times$ (M Down)
K. (J Across) $times$ (K Across) = (F Down) $times$ (M Down)
L. a divisor of H Down
N. a divisor of O Down
P. a divisor of I Down
R. a multiple of P Down
S. a square of Q Down
DOWN:
A. a square of G Across
B. a square
C. not a square
D. $1000-$(A Across)
F. a power
H. (L Across) $times$ (N Across)
I. a multiple of P Across
L. (P Down) $times$ (Q Down)
M. a power
O. a multiple of N Across
P. a divisor of R Across
Q. a square root of S Across
Edit:
No numbers begin with digit 0 and all numbers are different. So the correct answer should contain twelve distinct 2-digit numbers and twelve distinct 3-digit numbers.
mathematics crosswords
what do you mean by "a square of ___" or "a power"?
â Alto
Sep 28 at 3:02
@Alto "a square of G Across" means "(G Across) $times$ (G Across)". "Power" means square, cube, etc.
â P.-S. Park
Sep 28 at 3:11
Oh, then. "a power" could be any number! because in x^y, y can be anything. Yay! -edit Got that.
â Alto
Sep 28 at 3:15
@Alto $y$ is an integer bigger than or equal to 2.
â P.-S. Park
Sep 28 at 3:17
Nice puzzle! $(+1)$ $colordarkorangebigstar$ :D
â user477343
Sep 28 at 5:36
add a comment |Â
up vote
14
down vote
favorite
up vote
14
down vote
favorite
ACROSS:
A. a square
C. a multiple of N Across
E. (C Down) $times$ (I Across)
G. a square root of A Down
I. a square root of D Down
J. (J Across) $times$ (K Across) = (F Down) $times$ (M Down)
K. (J Across) $times$ (K Across) = (F Down) $times$ (M Down)
L. a divisor of H Down
N. a divisor of O Down
P. a divisor of I Down
R. a multiple of P Down
S. a square of Q Down
DOWN:
A. a square of G Across
B. a square
C. not a square
D. $1000-$(A Across)
F. a power
H. (L Across) $times$ (N Across)
I. a multiple of P Across
L. (P Down) $times$ (Q Down)
M. a power
O. a multiple of N Across
P. a divisor of R Across
Q. a square root of S Across
Edit:
No numbers begin with digit 0 and all numbers are different. So the correct answer should contain twelve distinct 2-digit numbers and twelve distinct 3-digit numbers.
mathematics crosswords
ACROSS:
A. a square
C. a multiple of N Across
E. (C Down) $times$ (I Across)
G. a square root of A Down
I. a square root of D Down
J. (J Across) $times$ (K Across) = (F Down) $times$ (M Down)
K. (J Across) $times$ (K Across) = (F Down) $times$ (M Down)
L. a divisor of H Down
N. a divisor of O Down
P. a divisor of I Down
R. a multiple of P Down
S. a square of Q Down
DOWN:
A. a square of G Across
B. a square
C. not a square
D. $1000-$(A Across)
F. a power
H. (L Across) $times$ (N Across)
I. a multiple of P Across
L. (P Down) $times$ (Q Down)
M. a power
O. a multiple of N Across
P. a divisor of R Across
Q. a square root of S Across
Edit:
No numbers begin with digit 0 and all numbers are different. So the correct answer should contain twelve distinct 2-digit numbers and twelve distinct 3-digit numbers.
mathematics crosswords
mathematics crosswords
edited Sep 28 at 3:52
asked Sep 28 at 2:31
P.-S. Park
1,206630
1,206630
what do you mean by "a square of ___" or "a power"?
â Alto
Sep 28 at 3:02
@Alto "a square of G Across" means "(G Across) $times$ (G Across)". "Power" means square, cube, etc.
â P.-S. Park
Sep 28 at 3:11
Oh, then. "a power" could be any number! because in x^y, y can be anything. Yay! -edit Got that.
â Alto
Sep 28 at 3:15
@Alto $y$ is an integer bigger than or equal to 2.
â P.-S. Park
Sep 28 at 3:17
Nice puzzle! $(+1)$ $colordarkorangebigstar$ :D
â user477343
Sep 28 at 5:36
add a comment |Â
what do you mean by "a square of ___" or "a power"?
â Alto
Sep 28 at 3:02
@Alto "a square of G Across" means "(G Across) $times$ (G Across)". "Power" means square, cube, etc.
â P.-S. Park
Sep 28 at 3:11
Oh, then. "a power" could be any number! because in x^y, y can be anything. Yay! -edit Got that.
â Alto
Sep 28 at 3:15
@Alto $y$ is an integer bigger than or equal to 2.
â P.-S. Park
Sep 28 at 3:17
Nice puzzle! $(+1)$ $colordarkorangebigstar$ :D
â user477343
Sep 28 at 5:36
what do you mean by "a square of ___" or "a power"?
â Alto
Sep 28 at 3:02
what do you mean by "a square of ___" or "a power"?
â Alto
Sep 28 at 3:02
@Alto "a square of G Across" means "(G Across) $times$ (G Across)". "Power" means square, cube, etc.
â P.-S. Park
Sep 28 at 3:11
@Alto "a square of G Across" means "(G Across) $times$ (G Across)". "Power" means square, cube, etc.
â P.-S. Park
Sep 28 at 3:11
Oh, then. "a power" could be any number! because in x^y, y can be anything. Yay! -edit Got that.
â Alto
Sep 28 at 3:15
Oh, then. "a power" could be any number! because in x^y, y can be anything. Yay! -edit Got that.
â Alto
Sep 28 at 3:15
@Alto $y$ is an integer bigger than or equal to 2.
â P.-S. Park
Sep 28 at 3:17
@Alto $y$ is an integer bigger than or equal to 2.
â P.-S. Park
Sep 28 at 3:17
Nice puzzle! $(+1)$ $colordarkorangebigstar$ :D
â user477343
Sep 28 at 5:36
Nice puzzle! $(+1)$ $colordarkorangebigstar$ :D
â user477343
Sep 28 at 5:36
add a comment |Â
2 Answers
2
active
oldest
votes
up vote
6
down vote
accepted
I found an answer:
I didn't really use a whole lot of logic to solve this. It was mostly a couple educated guesses and a whole lot of trial and error.
324 376
6 988 7
19 1 26
48 54
20 3 47
9 122 9
781 729
add a comment |Â
up vote
4
down vote
Technically, I think I have a cheaterpants solution to this:
I will definitely try to find a better answer though.
1
NOOOOOO!!! I have to solve this! Fast!!! [jk, but you're so fast! how do you do it?] Good job, nice. Also, there's no rule against it, so you're good to go.
â Alto
Sep 28 at 2:55
1
@P.-S.Park Well when someone has more than 12K reputation, it's not really a surprise that he's a master :D
â Kevin L
Sep 28 at 4:11
1
@KevinL El-Guest is indomitable; unbeatable; undefeatable; invincible; unsurpassable; unassailable; unstoppable; etc. Know why? Because all those words end in le. Put it backwards and you get el for El-Guest :P
â user477343
Sep 28 at 5:40
1
@El-Guest No problem. I said what was true :)
â Kevin L
Sep 28 at 9:27
1
That comment was actually pretty funny, to be honest, hahah :P
â user477343
Sep 28 at 9:28
 |Â
show 9 more comments
2 Answers
2
active
oldest
votes
2 Answers
2
active
oldest
votes
active
oldest
votes
active
oldest
votes
up vote
6
down vote
accepted
I found an answer:
I didn't really use a whole lot of logic to solve this. It was mostly a couple educated guesses and a whole lot of trial and error.
324 376
6 988 7
19 1 26
48 54
20 3 47
9 122 9
781 729
add a comment |Â
up vote
6
down vote
accepted
I found an answer:
I didn't really use a whole lot of logic to solve this. It was mostly a couple educated guesses and a whole lot of trial and error.
324 376
6 988 7
19 1 26
48 54
20 3 47
9 122 9
781 729
add a comment |Â
up vote
6
down vote
accepted
up vote
6
down vote
accepted
I found an answer:
I didn't really use a whole lot of logic to solve this. It was mostly a couple educated guesses and a whole lot of trial and error.
324 376
6 988 7
19 1 26
48 54
20 3 47
9 122 9
781 729
I found an answer:
I didn't really use a whole lot of logic to solve this. It was mostly a couple educated guesses and a whole lot of trial and error.
324 376
6 988 7
19 1 26
48 54
20 3 47
9 122 9
781 729
edited Sep 28 at 15:31
answered Sep 28 at 4:20
Bennett Bernardoni
2,512517
2,512517
add a comment |Â
add a comment |Â
up vote
4
down vote
Technically, I think I have a cheaterpants solution to this:
I will definitely try to find a better answer though.
1
NOOOOOO!!! I have to solve this! Fast!!! [jk, but you're so fast! how do you do it?] Good job, nice. Also, there's no rule against it, so you're good to go.
â Alto
Sep 28 at 2:55
1
@P.-S.Park Well when someone has more than 12K reputation, it's not really a surprise that he's a master :D
â Kevin L
Sep 28 at 4:11
1
@KevinL El-Guest is indomitable; unbeatable; undefeatable; invincible; unsurpassable; unassailable; unstoppable; etc. Know why? Because all those words end in le. Put it backwards and you get el for El-Guest :P
â user477343
Sep 28 at 5:40
1
@El-Guest No problem. I said what was true :)
â Kevin L
Sep 28 at 9:27
1
That comment was actually pretty funny, to be honest, hahah :P
â user477343
Sep 28 at 9:28
 |Â
show 9 more comments
up vote
4
down vote
Technically, I think I have a cheaterpants solution to this:
I will definitely try to find a better answer though.
1
NOOOOOO!!! I have to solve this! Fast!!! [jk, but you're so fast! how do you do it?] Good job, nice. Also, there's no rule against it, so you're good to go.
â Alto
Sep 28 at 2:55
1
@P.-S.Park Well when someone has more than 12K reputation, it's not really a surprise that he's a master :D
â Kevin L
Sep 28 at 4:11
1
@KevinL El-Guest is indomitable; unbeatable; undefeatable; invincible; unsurpassable; unassailable; unstoppable; etc. Know why? Because all those words end in le. Put it backwards and you get el for El-Guest :P
â user477343
Sep 28 at 5:40
1
@El-Guest No problem. I said what was true :)
â Kevin L
Sep 28 at 9:27
1
That comment was actually pretty funny, to be honest, hahah :P
â user477343
Sep 28 at 9:28
 |Â
show 9 more comments
up vote
4
down vote
up vote
4
down vote
Technically, I think I have a cheaterpants solution to this:
I will definitely try to find a better answer though.
Technically, I think I have a cheaterpants solution to this:
I will definitely try to find a better answer though.
answered Sep 28 at 2:52
El-Guest
14.3k3168
14.3k3168
1
NOOOOOO!!! I have to solve this! Fast!!! [jk, but you're so fast! how do you do it?] Good job, nice. Also, there's no rule against it, so you're good to go.
â Alto
Sep 28 at 2:55
1
@P.-S.Park Well when someone has more than 12K reputation, it's not really a surprise that he's a master :D
â Kevin L
Sep 28 at 4:11
1
@KevinL El-Guest is indomitable; unbeatable; undefeatable; invincible; unsurpassable; unassailable; unstoppable; etc. Know why? Because all those words end in le. Put it backwards and you get el for El-Guest :P
â user477343
Sep 28 at 5:40
1
@El-Guest No problem. I said what was true :)
â Kevin L
Sep 28 at 9:27
1
That comment was actually pretty funny, to be honest, hahah :P
â user477343
Sep 28 at 9:28
 |Â
show 9 more comments
1
NOOOOOO!!! I have to solve this! Fast!!! [jk, but you're so fast! how do you do it?] Good job, nice. Also, there's no rule against it, so you're good to go.
â Alto
Sep 28 at 2:55
1
@P.-S.Park Well when someone has more than 12K reputation, it's not really a surprise that he's a master :D
â Kevin L
Sep 28 at 4:11
1
@KevinL El-Guest is indomitable; unbeatable; undefeatable; invincible; unsurpassable; unassailable; unstoppable; etc. Know why? Because all those words end in le. Put it backwards and you get el for El-Guest :P
â user477343
Sep 28 at 5:40
1
@El-Guest No problem. I said what was true :)
â Kevin L
Sep 28 at 9:27
1
That comment was actually pretty funny, to be honest, hahah :P
â user477343
Sep 28 at 9:28
1
1
NOOOOOO!!! I have to solve this! Fast!!! [jk, but you're so fast! how do you do it?] Good job, nice. Also, there's no rule against it, so you're good to go.
â Alto
Sep 28 at 2:55
NOOOOOO!!! I have to solve this! Fast!!! [jk, but you're so fast! how do you do it?] Good job, nice. Also, there's no rule against it, so you're good to go.
â Alto
Sep 28 at 2:55
1
1
@P.-S.Park Well when someone has more than 12K reputation, it's not really a surprise that he's a master :D
â Kevin L
Sep 28 at 4:11
@P.-S.Park Well when someone has more than 12K reputation, it's not really a surprise that he's a master :D
â Kevin L
Sep 28 at 4:11
1
1
@KevinL El-Guest is indomitable; unbeatable; undefeatable; invincible; unsurpassable; unassailable; unstoppable; etc. Know why? Because all those words end in le. Put it backwards and you get el for El-Guest :P
â user477343
Sep 28 at 5:40
@KevinL El-Guest is indomitable; unbeatable; undefeatable; invincible; unsurpassable; unassailable; unstoppable; etc. Know why? Because all those words end in le. Put it backwards and you get el for El-Guest :P
â user477343
Sep 28 at 5:40
1
1
@El-Guest No problem. I said what was true :)
â Kevin L
Sep 28 at 9:27
@El-Guest No problem. I said what was true :)
â Kevin L
Sep 28 at 9:27
1
1
That comment was actually pretty funny, to be honest, hahah :P
â user477343
Sep 28 at 9:28
That comment was actually pretty funny, to be honest, hahah :P
â user477343
Sep 28 at 9:28
 |Â
show 9 more comments
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what do you mean by "a square of ___" or "a power"?
â Alto
Sep 28 at 3:02
@Alto "a square of G Across" means "(G Across) $times$ (G Across)". "Power" means square, cube, etc.
â P.-S. Park
Sep 28 at 3:11
Oh, then. "a power" could be any number! because in x^y, y can be anything. Yay! -edit Got that.
â Alto
Sep 28 at 3:15
@Alto $y$ is an integer bigger than or equal to 2.
â P.-S. Park
Sep 28 at 3:17
Nice puzzle! $(+1)$ $colordarkorangebigstar$ :D
â user477343
Sep 28 at 5:36