Traditional Culture Encyclopedia - Traditional customs - What would happen if pi were ever counted to the end? The whole world would be turned upside down
What would happen if pi were ever counted to the end? The whole world would be turned upside down
But did you know? Even now, there are still countless scientists working their way through supercomputer after supercomputer to calculate the decimal value of pi, and to determine whether or not pi has an end.
But as I said a long time ago, this is something that is always considered a meaningless value.
Why? Because the number pi is here, and we got the determination when we were in elementary school and middle school, that pi has no end, an infinite acyclic decimal.
But have you ever considered the point that, since we have already decided that pi is an infinitely recurring decimal, why are so many scientists still testing what is behind this decimal, non-stop, by means of supercomputers?
Why? Because pi can never be counted, and if it could be, it would be a complete disaster for human physics and math.
Let's talk about a rather spurious topic today: what does it mean when pi is exhausted?
The first thing we have to recognize is that everything in the world is connected, like why the TV we're watching right now is suddenly giving us programs.
We go to the hospital, why do a simple test to be able to see our skeletal institutions, I now give my good friend a phone call, why just dial the number, the other side will be able to hear this.
Everything uses two foundations, one for basic math and one for basic physics, and both basic math and basic physics use two numbers, one called irrational numbers and one called rational numbers.
Irrational and rational numbers can be understood, irrational numbers are not able to be counted into the number of rational numbers are able to be counted into the number of numbers, we can be approximated as 1/3 and 3, the two numbers can be compared to understand.
So if we say a pi, what does it mean if it can be counted?
When we were in elementary school, we used to say that how pi is calculated is that an element is cut infinitely, and eventually an infinite number of irrelevant decimals can be derived, right?
Then if this pi can be counted in, it means that this so-called circle is not a circle this event's not a circle at all.
Any circle must be called a polygon that is infinitely close to a circle, and we can give it all sorts of nicknames, but you can't call it a circle because the circle isn't a circle anymore.
As vague as it sounds, once a circle isn't a circle, it means that all of the geometric math we've learned in the rest of this talk is turned upside down.
And all the templates learned must be overturned before all the geometric shapes must all have new definitions.
At the same time, when we were in college, there was a course called calculus, and I told you that calculus is not necessary, why? Because calculus is all wrong.
In the past, the math that we have derived is all known to be wrong, except for some parts of the backbone, which are all wrong.
The basic math and physics that we have learned over the years has been a wild goose chase in the wrong direction, and has never been on the right path.
And the known math as we know it would be negated, which means that our current physics is negated, biology is negated, math is negated all the majors in chemistry and so on and so forth that are associated with math physics biology would be negated.
To put it more bluntly and seriously, we have been learning false math for a long time.
Then someone said this false number does not affect me ah, I still know 1 + 1 = 2, when I buy food I give someone 7 dollars, I know to give someone 12 dollars, and then let someone find me 5 dollars.
Yes, in principle this is true, but we have to understand one thing, that is, even more advanced math, even more advanced physics can be false or need to be overturned out.
For example, how do the satellites in the sky go round, and why do we get signals on our TV sets?
And although we don't have access to these debunkings now, they do affect our daily lives.
For example, the so-called general theory of relativity, special relativity, these two more complex content, and then the position of the first cosmic velocity, and so on and so forth.
We all know that the development of mathematics in Ancient Egypt is very impressive, in fact, in 1900 BC, has realized that pi is not called pi at that time.
It is just that everyone is aware that after a series of long development, slowly came up with a calculation of pi, that time called 3.141852 and now 3.1415926 is actually a big gap.
But even so, this gap was already very far ahead of its time, and the man was called Archimedes, who came up with a prediction of pi through a circle with an inner diameter of a positive hexagon.
After that came a very good Chinese mathematician named Zu Chongzhi, who came up with a pi between 3.1415926 and 3.1415927.
His deduction even went to 7 decimal places of pi, and the number was absolutely correct.
It is a pity that the limit of pi calculation was not broken in the 800 years after Zu Chongzhi's death, because the basic physics at that time was not good enough.
It was not until the 15th century that a mathematician calculated pi and then broke the record by 17 digits, followed by all kinds of computers, all kinds of advanced technology, all kinds of supercomputers.
Now pi has been calculated to billions or even tens of billions of such a terrible number, and even pi is now a way of projecting the speed of computers, but even so, we still have not found a cyclic number of pi points.
So it can be said with relative pride that at this stage there is nothing wrong with pi.
But if the argument for pi is really overturned, and some of the points that pi has made at previous times, or some of the assumptions, are all overturned, it could be catastrophic for the planet.
This means that we have been doing nothing or running in the wrong direction for many years, and we need to reverse it in time.
This includes a lot of basic physics and basic math related rhetoric that needs to be rewritten, and while it won't affect our grocery shopping tomorrow, it does affect our daily lives.
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