Monoalphabetic Geometry











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This is a second puzzle from the Monoalphabetic Equation series, you can check out the previous one here.





A set of letters has been replaced by $a$, $b$, $c$, and $d$ and one symbol has been replaced by $x$.

Following are some of the English words that consist of those letters, and their meaning:




$abcd = large ○ normalsize + ▿ + $ enter image description here



$cbad = large ● normalsize + small ○ $



$cbda = text{△} normalsize + — + – $



$cab normalsize + x = x +$




- What are the letters that $a$, $b$, $c$, and $d$ replace, respectively?
- What is the symbol that $x$ replace?




Here's a picture, in case the unicode is not working.











share|improve this question
























  • Are the open circles in the first and second lines different sizes?
    – Greg
    Nov 28 at 15:18






  • 1




    Yes, the (open) circle in the second line is a small circle.
    – Chrone
    Nov 28 at 15:19












  • So do the shapes on the right come out to be the definition of the word on the left?
    – Dorrulf
    Nov 28 at 18:10















up vote
19
down vote

favorite












This is a second puzzle from the Monoalphabetic Equation series, you can check out the previous one here.





A set of letters has been replaced by $a$, $b$, $c$, and $d$ and one symbol has been replaced by $x$.

Following are some of the English words that consist of those letters, and their meaning:




$abcd = large ○ normalsize + ▿ + $ enter image description here



$cbad = large ● normalsize + small ○ $



$cbda = text{△} normalsize + — + – $



$cab normalsize + x = x +$




- What are the letters that $a$, $b$, $c$, and $d$ replace, respectively?
- What is the symbol that $x$ replace?




Here's a picture, in case the unicode is not working.











share|improve this question
























  • Are the open circles in the first and second lines different sizes?
    – Greg
    Nov 28 at 15:18






  • 1




    Yes, the (open) circle in the second line is a small circle.
    – Chrone
    Nov 28 at 15:19












  • So do the shapes on the right come out to be the definition of the word on the left?
    – Dorrulf
    Nov 28 at 18:10













up vote
19
down vote

favorite









up vote
19
down vote

favorite











This is a second puzzle from the Monoalphabetic Equation series, you can check out the previous one here.





A set of letters has been replaced by $a$, $b$, $c$, and $d$ and one symbol has been replaced by $x$.

Following are some of the English words that consist of those letters, and their meaning:




$abcd = large ○ normalsize + ▿ + $ enter image description here



$cbad = large ● normalsize + small ○ $



$cbda = text{△} normalsize + — + – $



$cab normalsize + x = x +$




- What are the letters that $a$, $b$, $c$, and $d$ replace, respectively?
- What is the symbol that $x$ replace?




Here's a picture, in case the unicode is not working.











share|improve this question















This is a second puzzle from the Monoalphabetic Equation series, you can check out the previous one here.





A set of letters has been replaced by $a$, $b$, $c$, and $d$ and one symbol has been replaced by $x$.

Following are some of the English words that consist of those letters, and their meaning:




$abcd = large ○ normalsize + ▿ + $ enter image description here



$cbad = large ● normalsize + small ○ $



$cbda = text{△} normalsize + — + – $



$cab normalsize + x = x +$




- What are the letters that $a$, $b$, $c$, and $d$ replace, respectively?
- What is the symbol that $x$ replace?




Here's a picture, in case the unicode is not working.








word cipher rebus language letters






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited Nov 28 at 19:43

























asked Nov 28 at 15:03









Chrone

57714




57714












  • Are the open circles in the first and second lines different sizes?
    – Greg
    Nov 28 at 15:18






  • 1




    Yes, the (open) circle in the second line is a small circle.
    – Chrone
    Nov 28 at 15:19












  • So do the shapes on the right come out to be the definition of the word on the left?
    – Dorrulf
    Nov 28 at 18:10


















  • Are the open circles in the first and second lines different sizes?
    – Greg
    Nov 28 at 15:18






  • 1




    Yes, the (open) circle in the second line is a small circle.
    – Chrone
    Nov 28 at 15:19












  • So do the shapes on the right come out to be the definition of the word on the left?
    – Dorrulf
    Nov 28 at 18:10
















Are the open circles in the first and second lines different sizes?
– Greg
Nov 28 at 15:18




Are the open circles in the first and second lines different sizes?
– Greg
Nov 28 at 15:18




1




1




Yes, the (open) circle in the second line is a small circle.
– Chrone
Nov 28 at 15:19






Yes, the (open) circle in the second line is a small circle.
– Chrone
Nov 28 at 15:19














So do the shapes on the right come out to be the definition of the word on the left?
– Dorrulf
Nov 28 at 18:10




So do the shapes on the right come out to be the definition of the word on the left?
– Dorrulf
Nov 28 at 18:10










1 Answer
1






active

oldest

votes

















up vote
17
down vote



accepted










Answer:




$a$ = r, $b$ = i, $c$ = t, $d$ = e, $x$ = $∠$

Note: The shapes on the right are combined to make a symbol representing the word on the left.




$abcd = large ○ normalsize + ▿ + $ upward arrowhead




Word = rite

Depiction = Masonic ritual symbol (per @Timoris) or Wicca ritual pentacle, triangle + arrowhead make a star (intended answer per @Chrone)




$cbad = large ● normalsize + small ○ $




Word = tire

Depiction = tire image




$cbda = text{△} normalsize + — + – $




Word = tier

Depiction = (per @Timoris) tier image




$cab normalsize + x = x +$




Okay, I found this one to be particularly clever:
$x$ is $∠$

thus $cab$ + $x$ = $x$ + becomes
tri $∠$ = $∠$ +

or rather:
triangle = $△$







share|improve this answer























  • The last one is right under your nose. Although, I feel obligated to tell you that I should have use a pure symbol to replace the last one because it's not even a letter. I let it go because I thought that $x$ could pass off as a cross somehow, I guess not. It's entirely my fault. I'm sorry!
    – Chrone
    Nov 28 at 18:13












  • Oh. Alright, I'll keep that in mind, thank you!
    – Dorrulf
    Nov 28 at 18:18










  • So to speak, $x$ is one of the unicode symbols that is not a letter and I can assure you that it will become clear once you found out what it is!
    – Chrone
    Nov 28 at 18:18






  • 2




    I think the first might be rot13(n serrznfba flzoby, gur bar jvgu gur pbzcnff) and the third is simply a rot13(gevnatyr jvgu gjb ubevmbagny yvarf fcyvggvat vg vagb 3 gvref).
    – Timoris
    Nov 28 at 18:36






  • 1




    @Timoris It’s cool that you somehow connect it to r13(Znfbavp evghny flzoby) when I actually aimed for a simple r13(Jvppn evghny cragnpyr, gevnatyr + neebjurnq znxr n fgne). I’d say It’s good enough for me to accept. Also, you are right about third one.
    – Chrone
    Nov 28 at 18:55











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1 Answer
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active

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1 Answer
1






active

oldest

votes









active

oldest

votes






active

oldest

votes








up vote
17
down vote



accepted










Answer:




$a$ = r, $b$ = i, $c$ = t, $d$ = e, $x$ = $∠$

Note: The shapes on the right are combined to make a symbol representing the word on the left.




$abcd = large ○ normalsize + ▿ + $ upward arrowhead




Word = rite

Depiction = Masonic ritual symbol (per @Timoris) or Wicca ritual pentacle, triangle + arrowhead make a star (intended answer per @Chrone)




$cbad = large ● normalsize + small ○ $




Word = tire

Depiction = tire image




$cbda = text{△} normalsize + — + – $




Word = tier

Depiction = (per @Timoris) tier image




$cab normalsize + x = x +$




Okay, I found this one to be particularly clever:
$x$ is $∠$

thus $cab$ + $x$ = $x$ + becomes
tri $∠$ = $∠$ +

or rather:
triangle = $△$







share|improve this answer























  • The last one is right under your nose. Although, I feel obligated to tell you that I should have use a pure symbol to replace the last one because it's not even a letter. I let it go because I thought that $x$ could pass off as a cross somehow, I guess not. It's entirely my fault. I'm sorry!
    – Chrone
    Nov 28 at 18:13












  • Oh. Alright, I'll keep that in mind, thank you!
    – Dorrulf
    Nov 28 at 18:18










  • So to speak, $x$ is one of the unicode symbols that is not a letter and I can assure you that it will become clear once you found out what it is!
    – Chrone
    Nov 28 at 18:18






  • 2




    I think the first might be rot13(n serrznfba flzoby, gur bar jvgu gur pbzcnff) and the third is simply a rot13(gevnatyr jvgu gjb ubevmbagny yvarf fcyvggvat vg vagb 3 gvref).
    – Timoris
    Nov 28 at 18:36






  • 1




    @Timoris It’s cool that you somehow connect it to r13(Znfbavp evghny flzoby) when I actually aimed for a simple r13(Jvppn evghny cragnpyr, gevnatyr + neebjurnq znxr n fgne). I’d say It’s good enough for me to accept. Also, you are right about third one.
    – Chrone
    Nov 28 at 18:55















up vote
17
down vote



accepted










Answer:




$a$ = r, $b$ = i, $c$ = t, $d$ = e, $x$ = $∠$

Note: The shapes on the right are combined to make a symbol representing the word on the left.




$abcd = large ○ normalsize + ▿ + $ upward arrowhead




Word = rite

Depiction = Masonic ritual symbol (per @Timoris) or Wicca ritual pentacle, triangle + arrowhead make a star (intended answer per @Chrone)




$cbad = large ● normalsize + small ○ $




Word = tire

Depiction = tire image




$cbda = text{△} normalsize + — + – $




Word = tier

Depiction = (per @Timoris) tier image




$cab normalsize + x = x +$




Okay, I found this one to be particularly clever:
$x$ is $∠$

thus $cab$ + $x$ = $x$ + becomes
tri $∠$ = $∠$ +

or rather:
triangle = $△$







share|improve this answer























  • The last one is right under your nose. Although, I feel obligated to tell you that I should have use a pure symbol to replace the last one because it's not even a letter. I let it go because I thought that $x$ could pass off as a cross somehow, I guess not. It's entirely my fault. I'm sorry!
    – Chrone
    Nov 28 at 18:13












  • Oh. Alright, I'll keep that in mind, thank you!
    – Dorrulf
    Nov 28 at 18:18










  • So to speak, $x$ is one of the unicode symbols that is not a letter and I can assure you that it will become clear once you found out what it is!
    – Chrone
    Nov 28 at 18:18






  • 2




    I think the first might be rot13(n serrznfba flzoby, gur bar jvgu gur pbzcnff) and the third is simply a rot13(gevnatyr jvgu gjb ubevmbagny yvarf fcyvggvat vg vagb 3 gvref).
    – Timoris
    Nov 28 at 18:36






  • 1




    @Timoris It’s cool that you somehow connect it to r13(Znfbavp evghny flzoby) when I actually aimed for a simple r13(Jvppn evghny cragnpyr, gevnatyr + neebjurnq znxr n fgne). I’d say It’s good enough for me to accept. Also, you are right about third one.
    – Chrone
    Nov 28 at 18:55













up vote
17
down vote



accepted







up vote
17
down vote



accepted






Answer:




$a$ = r, $b$ = i, $c$ = t, $d$ = e, $x$ = $∠$

Note: The shapes on the right are combined to make a symbol representing the word on the left.




$abcd = large ○ normalsize + ▿ + $ upward arrowhead




Word = rite

Depiction = Masonic ritual symbol (per @Timoris) or Wicca ritual pentacle, triangle + arrowhead make a star (intended answer per @Chrone)




$cbad = large ● normalsize + small ○ $




Word = tire

Depiction = tire image




$cbda = text{△} normalsize + — + – $




Word = tier

Depiction = (per @Timoris) tier image




$cab normalsize + x = x +$




Okay, I found this one to be particularly clever:
$x$ is $∠$

thus $cab$ + $x$ = $x$ + becomes
tri $∠$ = $∠$ +

or rather:
triangle = $△$







share|improve this answer














Answer:




$a$ = r, $b$ = i, $c$ = t, $d$ = e, $x$ = $∠$

Note: The shapes on the right are combined to make a symbol representing the word on the left.




$abcd = large ○ normalsize + ▿ + $ upward arrowhead




Word = rite

Depiction = Masonic ritual symbol (per @Timoris) or Wicca ritual pentacle, triangle + arrowhead make a star (intended answer per @Chrone)




$cbad = large ● normalsize + small ○ $




Word = tire

Depiction = tire image




$cbda = text{△} normalsize + — + – $




Word = tier

Depiction = (per @Timoris) tier image




$cab normalsize + x = x +$




Okay, I found this one to be particularly clever:
$x$ is $∠$

thus $cab$ + $x$ = $x$ + becomes
tri $∠$ = $∠$ +

or rather:
triangle = $△$








share|improve this answer














share|improve this answer



share|improve this answer








edited Nov 28 at 20:47









Chrone

57714




57714










answered Nov 28 at 18:01









Dorrulf

1,95718




1,95718












  • The last one is right under your nose. Although, I feel obligated to tell you that I should have use a pure symbol to replace the last one because it's not even a letter. I let it go because I thought that $x$ could pass off as a cross somehow, I guess not. It's entirely my fault. I'm sorry!
    – Chrone
    Nov 28 at 18:13












  • Oh. Alright, I'll keep that in mind, thank you!
    – Dorrulf
    Nov 28 at 18:18










  • So to speak, $x$ is one of the unicode symbols that is not a letter and I can assure you that it will become clear once you found out what it is!
    – Chrone
    Nov 28 at 18:18






  • 2




    I think the first might be rot13(n serrznfba flzoby, gur bar jvgu gur pbzcnff) and the third is simply a rot13(gevnatyr jvgu gjb ubevmbagny yvarf fcyvggvat vg vagb 3 gvref).
    – Timoris
    Nov 28 at 18:36






  • 1




    @Timoris It’s cool that you somehow connect it to r13(Znfbavp evghny flzoby) when I actually aimed for a simple r13(Jvppn evghny cragnpyr, gevnatyr + neebjurnq znxr n fgne). I’d say It’s good enough for me to accept. Also, you are right about third one.
    – Chrone
    Nov 28 at 18:55


















  • The last one is right under your nose. Although, I feel obligated to tell you that I should have use a pure symbol to replace the last one because it's not even a letter. I let it go because I thought that $x$ could pass off as a cross somehow, I guess not. It's entirely my fault. I'm sorry!
    – Chrone
    Nov 28 at 18:13












  • Oh. Alright, I'll keep that in mind, thank you!
    – Dorrulf
    Nov 28 at 18:18










  • So to speak, $x$ is one of the unicode symbols that is not a letter and I can assure you that it will become clear once you found out what it is!
    – Chrone
    Nov 28 at 18:18






  • 2




    I think the first might be rot13(n serrznfba flzoby, gur bar jvgu gur pbzcnff) and the third is simply a rot13(gevnatyr jvgu gjb ubevmbagny yvarf fcyvggvat vg vagb 3 gvref).
    – Timoris
    Nov 28 at 18:36






  • 1




    @Timoris It’s cool that you somehow connect it to r13(Znfbavp evghny flzoby) when I actually aimed for a simple r13(Jvppn evghny cragnpyr, gevnatyr + neebjurnq znxr n fgne). I’d say It’s good enough for me to accept. Also, you are right about third one.
    – Chrone
    Nov 28 at 18:55
















The last one is right under your nose. Although, I feel obligated to tell you that I should have use a pure symbol to replace the last one because it's not even a letter. I let it go because I thought that $x$ could pass off as a cross somehow, I guess not. It's entirely my fault. I'm sorry!
– Chrone
Nov 28 at 18:13






The last one is right under your nose. Although, I feel obligated to tell you that I should have use a pure symbol to replace the last one because it's not even a letter. I let it go because I thought that $x$ could pass off as a cross somehow, I guess not. It's entirely my fault. I'm sorry!
– Chrone
Nov 28 at 18:13














Oh. Alright, I'll keep that in mind, thank you!
– Dorrulf
Nov 28 at 18:18




Oh. Alright, I'll keep that in mind, thank you!
– Dorrulf
Nov 28 at 18:18












So to speak, $x$ is one of the unicode symbols that is not a letter and I can assure you that it will become clear once you found out what it is!
– Chrone
Nov 28 at 18:18




So to speak, $x$ is one of the unicode symbols that is not a letter and I can assure you that it will become clear once you found out what it is!
– Chrone
Nov 28 at 18:18




2




2




I think the first might be rot13(n serrznfba flzoby, gur bar jvgu gur pbzcnff) and the third is simply a rot13(gevnatyr jvgu gjb ubevmbagny yvarf fcyvggvat vg vagb 3 gvref).
– Timoris
Nov 28 at 18:36




I think the first might be rot13(n serrznfba flzoby, gur bar jvgu gur pbzcnff) and the third is simply a rot13(gevnatyr jvgu gjb ubevmbagny yvarf fcyvggvat vg vagb 3 gvref).
– Timoris
Nov 28 at 18:36




1




1




@Timoris It’s cool that you somehow connect it to r13(Znfbavp evghny flzoby) when I actually aimed for a simple r13(Jvppn evghny cragnpyr, gevnatyr + neebjurnq znxr n fgne). I’d say It’s good enough for me to accept. Also, you are right about third one.
– Chrone
Nov 28 at 18:55




@Timoris It’s cool that you somehow connect it to r13(Znfbavp evghny flzoby) when I actually aimed for a simple r13(Jvppn evghny cragnpyr, gevnatyr + neebjurnq znxr n fgne). I’d say It’s good enough for me to accept. Also, you are right about third one.
– Chrone
Nov 28 at 18:55


















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