to recite pi without taking any breaks would take forever. This is because pi is a number that never stops, and goes on forever. Pi=3.14159265..., but goes on longer and longer. Pi is normally rounded to: 3.14
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How far you get depends on how fast you recite, which you didn't mention.
Let's say you could recite two digits every second without a break, and still figure out
some way to eat and breathe.
You would recite 172,800 in a day, 63,115,200 in a year, and 5,049,216,000 in 80 years.
In 2005, a supercomputer team in Japan announced that they had tabulated (pi)
out to 1,241 billion decimal digits ... a little over 245 times what you recited in
eighty years, or roughly 19,662 years at 2 per second.
But it's a race you can't win. In the next 19,662 years, the number of known digits
will be many times what it is today.
How am i supposed to know!
Infinity is not a number, but a concept representing something that is unbounded or limitless. As such, it does not have a specific number of digits. In mathematics, infinity is often used to describe a quantity that is larger than any finite number. Therefore, infinity cannot be quantified in terms of digits.
you guess, i don't know...1,2,3,4??
I don't know all of them because they go on forever, but here are a few, 3.14159265
To write 150 million in standard notation, you would use the numerical digits for the number and place commas to separate the digits into groups of three starting from the right. Therefore, 150 million would be written as 150,000,000 in standard notation.
Oh honey, I don't have time to recite pi to 100 quadrillion digits for you. Just know that pi is an irrational number that goes on forever without repeating. So, if you need that many digits of pi, I suggest you grab a calculator and have fun with it!
breaks up with you
if you do not recite the quran then you will forget how to read it and if everyone forgets how to read it then it can be altered and changed as people won't know if what is written is correct or incorrect.
if you do not recite the quran then you will forget how to read it and if everyone forgets how to read it then it can be altered and changed as people won't know if what is written is correct or incorrect.
We need to know what 'this point' is before we can answer.
Chao Lu (China) memorised the number Pi to 67,890 digits in 2005. The number of digits that the world record holder has memorised in total would be nearly impossible to know.
I would like to know the answer to this as well.
In 2011, 1 quadrillion. We know the 2 quadrillion no. digit of pi which is 0 and a few digits around. Still, we don't all the digits in between 1 quadrillionth and 2 quadrillionth digits of pi.
because they didnt know the other digits.
How am i supposed to know!
The digits of a value which can be used with accuracy with other values. ie- you have two measurements, 13.6mg and 15.716mg. The most digits you can use are 3, because 13.6 has an accuracy of 3 digits. If you used 5 digits, accuracy would be limited because you do not know/have the 4th and 5th digits of the first value. When a a significant digit is followed by an exact 5, round to the nearest even digit. ie- 2.03g and 3.045g You have 3 significant digits, so 3.04g is rounded to 3.04g. If it were 3.055g, it would get rounded to 3.06g.
Roman Catholic answer: The reason that I was told, years ago in the seminary, as that they were a replacement for the 150 psalms from The Book of Psalms in the Bible that the monks, for centuries would recite each week. Most people back then could not read and so they would recite 150 Our Fathers or Hail Marys to make up for the 150 psalms that they did not know. It may just be a pious legend, I really don't know, but it is the only explanation I have ever heard.