Are there more decimal or binary numbers in the world? [closed]











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The Hindu–Arabic numeral system is a positional decimal numeral system, and is the most common system for the symbolic representation of numbers in the world.



Is this statement true? I guess the binary code for characters or opcodes is not a number. Not sure about addresses.










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closed as off-topic by Xander Henderson, Arthur, Mark, amWhy, Zvi Nov 19 at 18:43


This question appears to be off-topic. The users who voted to close gave this specific reason:


  • "This question is missing context or other details: Please improve the question by providing additional context, which ideally includes your thoughts on the problem and any attempts you have made to solve it. This information helps others identify where you have difficulties and helps them write answers appropriate to your experience level." – Xander Henderson, amWhy

If this question can be reworded to fit the rules in the help center, please edit the question.













  • This question appearently is off topic on superuser.se and someone suggested math. Doesn't seem to be much about math, but where else could I ask it?
    – darsie
    Nov 19 at 14:44






  • 1




    It's kind of a meaningless/unanswerable question without further parameters. If the internals of a computer do not count as numbers, what about if I write c = 100 in my Python script? Is that decimal? Binary? Are you asking about written numbers? How people think about numbers?
    – Mees de Vries
    Nov 19 at 14:47










  • The decimal number 100 as string '100' represented by the bytes 0x313030 is decimal. The binary number 100 as string '100' represented by the bytes 0x313030 is binary. The number 100 represented by the bits 0b1100100 on hard disk/RAM is binary. Numbers written on paper, with computers etc. count. Thought/spoken numbers count ("8 is 100 in binary.") Counting how many people use decimal or binary most commonly seems to be a valid approach, too, but that's not what I meant.
    – darsie
    Nov 19 at 15:19












  • If those are your parameters the answer is probably "binary", since there are more computing devices on the planet than people, and they would deal almost exclusively with binary numbers, and process far more in a few seconds than a human in a year (or even a lifetime). But note that that doesn't make the claim on Wikipedia false -- it might just be answering the question with different (implicit) parameters.
    – Mees de Vries
    Nov 19 at 15:27










  • The bit pattern 0b1101001010101110 representing the assembly instruction 'add a1,a2' is not a number. Neither is the binary code 0b01000001 for the character 'A'. I'd say 0b00110001 for the character '1' is not a binary number but a decimal number (or digit), if used in a numeric context, but not in non numeric context like 'peer2peer'.
    – darsie
    Nov 19 at 15:32















up vote
-2
down vote

favorite












The Hindu–Arabic numeral system is a positional decimal numeral system, and is the most common system for the symbolic representation of numbers in the world.



Is this statement true? I guess the binary code for characters or opcodes is not a number. Not sure about addresses.










share|cite|improve this question













closed as off-topic by Xander Henderson, Arthur, Mark, amWhy, Zvi Nov 19 at 18:43


This question appears to be off-topic. The users who voted to close gave this specific reason:


  • "This question is missing context or other details: Please improve the question by providing additional context, which ideally includes your thoughts on the problem and any attempts you have made to solve it. This information helps others identify where you have difficulties and helps them write answers appropriate to your experience level." – Xander Henderson, amWhy

If this question can be reworded to fit the rules in the help center, please edit the question.













  • This question appearently is off topic on superuser.se and someone suggested math. Doesn't seem to be much about math, but where else could I ask it?
    – darsie
    Nov 19 at 14:44






  • 1




    It's kind of a meaningless/unanswerable question without further parameters. If the internals of a computer do not count as numbers, what about if I write c = 100 in my Python script? Is that decimal? Binary? Are you asking about written numbers? How people think about numbers?
    – Mees de Vries
    Nov 19 at 14:47










  • The decimal number 100 as string '100' represented by the bytes 0x313030 is decimal. The binary number 100 as string '100' represented by the bytes 0x313030 is binary. The number 100 represented by the bits 0b1100100 on hard disk/RAM is binary. Numbers written on paper, with computers etc. count. Thought/spoken numbers count ("8 is 100 in binary.") Counting how many people use decimal or binary most commonly seems to be a valid approach, too, but that's not what I meant.
    – darsie
    Nov 19 at 15:19












  • If those are your parameters the answer is probably "binary", since there are more computing devices on the planet than people, and they would deal almost exclusively with binary numbers, and process far more in a few seconds than a human in a year (or even a lifetime). But note that that doesn't make the claim on Wikipedia false -- it might just be answering the question with different (implicit) parameters.
    – Mees de Vries
    Nov 19 at 15:27










  • The bit pattern 0b1101001010101110 representing the assembly instruction 'add a1,a2' is not a number. Neither is the binary code 0b01000001 for the character 'A'. I'd say 0b00110001 for the character '1' is not a binary number but a decimal number (or digit), if used in a numeric context, but not in non numeric context like 'peer2peer'.
    – darsie
    Nov 19 at 15:32













up vote
-2
down vote

favorite









up vote
-2
down vote

favorite











The Hindu–Arabic numeral system is a positional decimal numeral system, and is the most common system for the symbolic representation of numbers in the world.



Is this statement true? I guess the binary code for characters or opcodes is not a number. Not sure about addresses.










share|cite|improve this question













The Hindu–Arabic numeral system is a positional decimal numeral system, and is the most common system for the symbolic representation of numbers in the world.



Is this statement true? I guess the binary code for characters or opcodes is not a number. Not sure about addresses.







binary






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share|cite|improve this question











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asked Nov 19 at 14:43









darsie

1014




1014




closed as off-topic by Xander Henderson, Arthur, Mark, amWhy, Zvi Nov 19 at 18:43


This question appears to be off-topic. The users who voted to close gave this specific reason:


  • "This question is missing context or other details: Please improve the question by providing additional context, which ideally includes your thoughts on the problem and any attempts you have made to solve it. This information helps others identify where you have difficulties and helps them write answers appropriate to your experience level." – Xander Henderson, amWhy

If this question can be reworded to fit the rules in the help center, please edit the question.




closed as off-topic by Xander Henderson, Arthur, Mark, amWhy, Zvi Nov 19 at 18:43


This question appears to be off-topic. The users who voted to close gave this specific reason:


  • "This question is missing context or other details: Please improve the question by providing additional context, which ideally includes your thoughts on the problem and any attempts you have made to solve it. This information helps others identify where you have difficulties and helps them write answers appropriate to your experience level." – Xander Henderson, amWhy

If this question can be reworded to fit the rules in the help center, please edit the question.












  • This question appearently is off topic on superuser.se and someone suggested math. Doesn't seem to be much about math, but where else could I ask it?
    – darsie
    Nov 19 at 14:44






  • 1




    It's kind of a meaningless/unanswerable question without further parameters. If the internals of a computer do not count as numbers, what about if I write c = 100 in my Python script? Is that decimal? Binary? Are you asking about written numbers? How people think about numbers?
    – Mees de Vries
    Nov 19 at 14:47










  • The decimal number 100 as string '100' represented by the bytes 0x313030 is decimal. The binary number 100 as string '100' represented by the bytes 0x313030 is binary. The number 100 represented by the bits 0b1100100 on hard disk/RAM is binary. Numbers written on paper, with computers etc. count. Thought/spoken numbers count ("8 is 100 in binary.") Counting how many people use decimal or binary most commonly seems to be a valid approach, too, but that's not what I meant.
    – darsie
    Nov 19 at 15:19












  • If those are your parameters the answer is probably "binary", since there are more computing devices on the planet than people, and they would deal almost exclusively with binary numbers, and process far more in a few seconds than a human in a year (or even a lifetime). But note that that doesn't make the claim on Wikipedia false -- it might just be answering the question with different (implicit) parameters.
    – Mees de Vries
    Nov 19 at 15:27










  • The bit pattern 0b1101001010101110 representing the assembly instruction 'add a1,a2' is not a number. Neither is the binary code 0b01000001 for the character 'A'. I'd say 0b00110001 for the character '1' is not a binary number but a decimal number (or digit), if used in a numeric context, but not in non numeric context like 'peer2peer'.
    – darsie
    Nov 19 at 15:32


















  • This question appearently is off topic on superuser.se and someone suggested math. Doesn't seem to be much about math, but where else could I ask it?
    – darsie
    Nov 19 at 14:44






  • 1




    It's kind of a meaningless/unanswerable question without further parameters. If the internals of a computer do not count as numbers, what about if I write c = 100 in my Python script? Is that decimal? Binary? Are you asking about written numbers? How people think about numbers?
    – Mees de Vries
    Nov 19 at 14:47










  • The decimal number 100 as string '100' represented by the bytes 0x313030 is decimal. The binary number 100 as string '100' represented by the bytes 0x313030 is binary. The number 100 represented by the bits 0b1100100 on hard disk/RAM is binary. Numbers written on paper, with computers etc. count. Thought/spoken numbers count ("8 is 100 in binary.") Counting how many people use decimal or binary most commonly seems to be a valid approach, too, but that's not what I meant.
    – darsie
    Nov 19 at 15:19












  • If those are your parameters the answer is probably "binary", since there are more computing devices on the planet than people, and they would deal almost exclusively with binary numbers, and process far more in a few seconds than a human in a year (or even a lifetime). But note that that doesn't make the claim on Wikipedia false -- it might just be answering the question with different (implicit) parameters.
    – Mees de Vries
    Nov 19 at 15:27










  • The bit pattern 0b1101001010101110 representing the assembly instruction 'add a1,a2' is not a number. Neither is the binary code 0b01000001 for the character 'A'. I'd say 0b00110001 for the character '1' is not a binary number but a decimal number (or digit), if used in a numeric context, but not in non numeric context like 'peer2peer'.
    – darsie
    Nov 19 at 15:32
















This question appearently is off topic on superuser.se and someone suggested math. Doesn't seem to be much about math, but where else could I ask it?
– darsie
Nov 19 at 14:44




This question appearently is off topic on superuser.se and someone suggested math. Doesn't seem to be much about math, but where else could I ask it?
– darsie
Nov 19 at 14:44




1




1




It's kind of a meaningless/unanswerable question without further parameters. If the internals of a computer do not count as numbers, what about if I write c = 100 in my Python script? Is that decimal? Binary? Are you asking about written numbers? How people think about numbers?
– Mees de Vries
Nov 19 at 14:47




It's kind of a meaningless/unanswerable question without further parameters. If the internals of a computer do not count as numbers, what about if I write c = 100 in my Python script? Is that decimal? Binary? Are you asking about written numbers? How people think about numbers?
– Mees de Vries
Nov 19 at 14:47












The decimal number 100 as string '100' represented by the bytes 0x313030 is decimal. The binary number 100 as string '100' represented by the bytes 0x313030 is binary. The number 100 represented by the bits 0b1100100 on hard disk/RAM is binary. Numbers written on paper, with computers etc. count. Thought/spoken numbers count ("8 is 100 in binary.") Counting how many people use decimal or binary most commonly seems to be a valid approach, too, but that's not what I meant.
– darsie
Nov 19 at 15:19






The decimal number 100 as string '100' represented by the bytes 0x313030 is decimal. The binary number 100 as string '100' represented by the bytes 0x313030 is binary. The number 100 represented by the bits 0b1100100 on hard disk/RAM is binary. Numbers written on paper, with computers etc. count. Thought/spoken numbers count ("8 is 100 in binary.") Counting how many people use decimal or binary most commonly seems to be a valid approach, too, but that's not what I meant.
– darsie
Nov 19 at 15:19














If those are your parameters the answer is probably "binary", since there are more computing devices on the planet than people, and they would deal almost exclusively with binary numbers, and process far more in a few seconds than a human in a year (or even a lifetime). But note that that doesn't make the claim on Wikipedia false -- it might just be answering the question with different (implicit) parameters.
– Mees de Vries
Nov 19 at 15:27




If those are your parameters the answer is probably "binary", since there are more computing devices on the planet than people, and they would deal almost exclusively with binary numbers, and process far more in a few seconds than a human in a year (or even a lifetime). But note that that doesn't make the claim on Wikipedia false -- it might just be answering the question with different (implicit) parameters.
– Mees de Vries
Nov 19 at 15:27












The bit pattern 0b1101001010101110 representing the assembly instruction 'add a1,a2' is not a number. Neither is the binary code 0b01000001 for the character 'A'. I'd say 0b00110001 for the character '1' is not a binary number but a decimal number (or digit), if used in a numeric context, but not in non numeric context like 'peer2peer'.
– darsie
Nov 19 at 15:32




The bit pattern 0b1101001010101110 representing the assembly instruction 'add a1,a2' is not a number. Neither is the binary code 0b01000001 for the character 'A'. I'd say 0b00110001 for the character '1' is not a binary number but a decimal number (or digit), if used in a numeric context, but not in non numeric context like 'peer2peer'.
– darsie
Nov 19 at 15:32










1 Answer
1






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up vote
1
down vote



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This question is vague, and the answer depends entirely on how you count representations to determine what "most common" even means.



If you count the number of people who use it regularily, then decimal wins by a landslide. If you count the number of man-made representations of numbers here on Earth (and possibly the few we've sent to space), then clearly binary numbers outnumber decimal numbers.



I'm sure I've missed quite a few other different interpretations of "most common". So there is not one right answer until you decide to pin down concrete definitions one can actually work with.






share|cite|improve this answer




























    1 Answer
    1






    active

    oldest

    votes








    1 Answer
    1






    active

    oldest

    votes









    active

    oldest

    votes






    active

    oldest

    votes








    up vote
    1
    down vote



    accepted










    This question is vague, and the answer depends entirely on how you count representations to determine what "most common" even means.



    If you count the number of people who use it regularily, then decimal wins by a landslide. If you count the number of man-made representations of numbers here on Earth (and possibly the few we've sent to space), then clearly binary numbers outnumber decimal numbers.



    I'm sure I've missed quite a few other different interpretations of "most common". So there is not one right answer until you decide to pin down concrete definitions one can actually work with.






    share|cite|improve this answer

























      up vote
      1
      down vote



      accepted










      This question is vague, and the answer depends entirely on how you count representations to determine what "most common" even means.



      If you count the number of people who use it regularily, then decimal wins by a landslide. If you count the number of man-made representations of numbers here on Earth (and possibly the few we've sent to space), then clearly binary numbers outnumber decimal numbers.



      I'm sure I've missed quite a few other different interpretations of "most common". So there is not one right answer until you decide to pin down concrete definitions one can actually work with.






      share|cite|improve this answer























        up vote
        1
        down vote



        accepted







        up vote
        1
        down vote



        accepted






        This question is vague, and the answer depends entirely on how you count representations to determine what "most common" even means.



        If you count the number of people who use it regularily, then decimal wins by a landslide. If you count the number of man-made representations of numbers here on Earth (and possibly the few we've sent to space), then clearly binary numbers outnumber decimal numbers.



        I'm sure I've missed quite a few other different interpretations of "most common". So there is not one right answer until you decide to pin down concrete definitions one can actually work with.






        share|cite|improve this answer












        This question is vague, and the answer depends entirely on how you count representations to determine what "most common" even means.



        If you count the number of people who use it regularily, then decimal wins by a landslide. If you count the number of man-made representations of numbers here on Earth (and possibly the few we've sent to space), then clearly binary numbers outnumber decimal numbers.



        I'm sure I've missed quite a few other different interpretations of "most common". So there is not one right answer until you decide to pin down concrete definitions one can actually work with.







        share|cite|improve this answer












        share|cite|improve this answer



        share|cite|improve this answer










        answered Nov 19 at 14:47









        Arthur

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