Remebering pi Going beyond remembering 3.14

  • Thread starter eNathan
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In summary, the conversation centers around the topic of memorizing the digits of pi. The person who initiated the conversation shares their original idea of memorizing one digit per day, but has already memorized the first 18 digits in just three days. They ask for advice on the best method of memorization and mention using two number segments instead of one. They also mention using a software to aid in the memorization process. Another person suggests using a calculator, but the original person questions the usefulness of that method. The conversation then shifts to discussing the efficiency of memorization, with one person mentioning using the arctangent algorithm to quickly calculate the digits of pi. The conversation ends with a discussion of the world record for reciting the digits of
  • #1
eNathan
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I recently though it would be kewl to remember pi up to 256 digits :rolleyes: Ok, I am a little wacko. My original idea was to remember 1 digit per day. But in the last three days, I have already memorized the first 18 digits. I couldn't help but look.
In any event, what would be the absolute best method of doing this? I have found it good to remember them in two number segments instead of one. And of course, I wrote a software to help me out.

P.S. sorry if this is posed in the wrong forum; I didn't know where else to put it.

3.1415926535897932384626433832795028841971693993751058209
749445923078164062862089986280348253421170679821480865132
823066470938446095505822317253594081284811174502841027019
385211055596446229489549303819644288109756659334461284756
482337867831652712019091456
This may take a while :smile:
 
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  • #2
Use a calculator :P
 
  • #3
calculator :-p what would that do, exatly?
 
  • #4
I think memorizing is inefficient! I just remember the arctangent algorithm and run the numbers in my head to get the desired number of digits! :biggrin:
 
  • #5
It can be inefficient, but I think it depends on the method of memorization.

and the proof in that, is an asian man recently recited pi, to something like 80, 000 decimal places..
 
  • #6
He must have broke a record. The max I have heard is 40,000 digits being recited.
 

FAQ: Remebering pi Going beyond remembering 3.14

What is pi and why is it important to remember it?

Pi is a mathematical constant that represents the ratio of a circle's circumference to its diameter. It is approximately equal to 3.14 but has an infinite number of digits after the decimal point. Pi is important because it is used in many mathematical calculations and equations, particularly in geometry and physics.

Why is it necessary to go beyond just remembering the value of pi as 3.14?

While 3.14 is a good approximation of pi, it is not completely accurate and can lead to errors in calculations. Going beyond just remembering 3.14 allows for more precise and accurate calculations, particularly in fields such as engineering and science.

How can one go beyond just remembering 3.14 when working with pi?

One way to go beyond just remembering 3.14 is to use more digits of pi in calculations. While it is not practical to use an infinite number of digits, using more digits can improve the accuracy of calculations. Additionally, understanding the concept of pi and how it is derived can also help in going beyond just remembering 3.14.

Are there any techniques or tricks for remembering more digits of pi?

There are various memory techniques that can help in remembering more digits of pi, such as creating a mnemonic or associating the digits with a story or image. However, it is important to note that these techniques may not always be accurate and it is still important to verify the digits with a reliable source.

Is memorizing pi necessary for all scientists?

No, memorizing pi is not necessary for all scientists. While it is important to have a general understanding of pi and its significance, the exact value of pi is not always needed in scientific research. Many scientists use computer programs and tools that automatically calculate pi to the necessary precision for their calculations.

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