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Oddbio
Gold Member
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I was just thinking why is it hard to remember a 15 digit number for example?
(some people might not have trouble, but I think the majority would find 15 digits difficult without seeing it more than once).
But I think it's because we assign an entire word to a number. For instance, remembering a 15 digit number is about as difficult as remembering 15 words in order.
But, it is far easier to remember a single 15 letter word, or three 5 letter words..
Instead of remembering:
172,965,849,320,593
if you could learn a letter substitution system for numbers you could instead read it as three words:
"witas nufar tonar" using 0=o 1=w 2=t 3=r 4=f 5=n 6=s 7=i 8=u 9=a
I just picked a few random letters to give an example.
It seems incredibly more efficient then trying to read it as:
"one seven two nine six five eight four nine three two zero five nine three"
Given a few looks I'm sure I could remember the 15 digits.. but in a single reading I would certainly mess up if I tried to reconstruct the number.
But in a single reading I can easily remember those 3 words, which can then be reconstructed into the 15 digit number.
I think we are just crippling ourselves by leaving individual digits as words. Math is a language, numbers should flow more easily than that, and maybe that's what scares people about numbers...
Imagine if we read "85746" as we would any other word in a book, maybe more students wouldn't be afraid of math as much.I'm trying to think of letters that would work well with this just to see where it goes.
Can anyone think of a better system? (does one already exist)?
I'm not only interested in assigning them letters, this thread is also open to any and all number memory techniques.
*Not long term memorization, but techniques that might help you remember (on a short term) a long number after hearing it only once.*
(some people might not have trouble, but I think the majority would find 15 digits difficult without seeing it more than once).
But I think it's because we assign an entire word to a number. For instance, remembering a 15 digit number is about as difficult as remembering 15 words in order.
But, it is far easier to remember a single 15 letter word, or three 5 letter words..
Instead of remembering:
172,965,849,320,593
if you could learn a letter substitution system for numbers you could instead read it as three words:
"witas nufar tonar" using 0=o 1=w 2=t 3=r 4=f 5=n 6=s 7=i 8=u 9=a
I just picked a few random letters to give an example.
It seems incredibly more efficient then trying to read it as:
"one seven two nine six five eight four nine three two zero five nine three"
Given a few looks I'm sure I could remember the 15 digits.. but in a single reading I would certainly mess up if I tried to reconstruct the number.
But in a single reading I can easily remember those 3 words, which can then be reconstructed into the 15 digit number.
I think we are just crippling ourselves by leaving individual digits as words. Math is a language, numbers should flow more easily than that, and maybe that's what scares people about numbers...
Imagine if we read "85746" as we would any other word in a book, maybe more students wouldn't be afraid of math as much.I'm trying to think of letters that would work well with this just to see where it goes.
Can anyone think of a better system? (does one already exist)?
I'm not only interested in assigning them letters, this thread is also open to any and all number memory techniques.
*Not long term memorization, but techniques that might help you remember (on a short term) a long number after hearing it only once.*
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