Hello you aliens! Welcome to another blog on one of the most famous symbols in the world of mathematics.
That is Pi ( Ο ).
But here we have more interesting facts about Pi that most of you might not be aware of.Lets have a look on them.
1. Pi (Ο) is an irrational number. That means, it cannot be expressed as a fraction of two integers (p/q, where q is a non zero integer). In the 1760s, Johann Heinrich Lambert proved that the number Ο (pi) is irrational. Its an endless number, where you can find about 200 millions digits of Pi. You need a bit mathematical knowledge to understand the image below.
2. We all know that we generally use 22/7 as value of Pi. But, u should know that exact value of Pi is not equal to 22/7 but it is less than 22/7
Ο=3.141592
22/7=3.142857
Since the difference is much less so we approximate Pi as 22/7.
3. In 2016, a Swiss scientist, Peter Trueb(Google employee), used a computer with 24 hard drives and a program called y-cruncher to calculate pi to more than 22 trillion digits — the current world record for the enumeration of pi. If you read one digit every second, it would take you just under 700,000 years to recite all those digits.
4. We are aware of the fact that 14th march is celebrated as Pi Day. But that only doesn't make this day special. 14th march is the great scientist Albert Einstein's birthday. And legendary physicist Stephen Hawking died on that day.
5. First three digits of Pi itself suggests its day. We know Pi is approximately equal to 3.14. Here we can say that 3 shows the 3rd month of the year(March) and 14 shows the 14th day of the month, that is 14th march.
Amazing π
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ReplyDeleteIt was good... but you can add something more interesting...
ReplyDeleteAs:
1)Since it is irrational therefore many systems use it as random number producer.
2)Because of its irrationality it can contain any combination of numbers. e.g. it may contaion phone numbers of every single sim in this planet
3) But the 2nd fact is neither proven nor disproven so I used "may".
** You may be the one to prove or disprove it π.
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