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Sneki95's avatar

What would happen if we find the full value of Pi?

Asked by Sneki95 (7017points) October 2nd, 2016

In your opinion, what would happen if Pi number were proven to be complete, and not infinite. What would happen if, one day, we see the full value of Pi? How would the world react? Would it matter?
What do you think?

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24 Answers

elbanditoroso's avatar

First, I don’t think that we’ll ever find the ‘full value’ – I think it’s been proven to 1.24 trillion digits that it is in fact an irrational number. So I believe that your premise is wrong.

But for the sake of argument, I’ll answer: It wouldn’t matter at all. If it were a finite number, it would be so far down to the right of the decimal point (1.24 trillion digits according to Japanese researchers) that the difference would be so small as to be undetectable.

It might be interesting from a science journalism point of view, but that’s all.

Sneki95's avatar

@elbanditoroso Not even a “yay!”?

Dutchess_III's avatar

Well, I, for one, would be disappointed. In my mind Pi is just magic.

According to This they’ve calculated out to 5 trillion, and still going

Sneki95's avatar

@Dutchess_III I find it amasing as well.

Pachy's avatar

Decimal-desolation, indubitably!!

zenvelo's avatar

We would find the world is not as irrational as we thought.

And everyone would start wondering about e.

ragingloli's avatar

Human sacrifice, dogs and cats living together… mass hysteria!

gondwanalon's avatar

It would be cool but insignificant.

chyna's avatar

Where is @PHINOTPI when you need him?

Sneki95's avatar

@zenvelo I heard about e, they called it another math superstar.
@chyna Who is that?

Dutchess_III's avatar

It’s a user @Sneki95. He used to be a mod, didn’t he?

dxs's avatar

This won’t happen. Pi has been proven to be irrational. Irrational numbers are numbers you can’t write as a ratio (all numbers with ending decimals can be written as a fraction).

stanleybmanly's avatar

As stated, it can’t happen. But as a practical matter the numbers behind the decimal
point have been determined to an extent that it is difficult to pose a calculation involving pi that won’t yield a solution so close to perfect that the difference is meaningless.

Sneki95's avatar

So, it wouldn’t matter at all…

LostInParadise's avatar

Pi is worse than irrational. It belongs to the class of transcendental numbers along with e. Transcendental numbers cannot be expressed as the solution to any polynomial equation. For example, the square root of 2 is irrational but not transcendental, since by definition it is the solution to the polynomial equation x^2 – 2 = 0.

If you could randomly choose a number from the real number line, it would be transcendental with probability of 1. That is because the total length of the numbers that are not transcendental, called algebraic numbers, is 0.

Sneki95's avatar

@LostInParadise So, the value of Pi can’t be calculated?

LostInParadise's avatar

It can be approximated to any desired degree of precision. In that sense it is the same as square root of 2.

Joell's avatar

It would just be put in the category of a terminating rational number. Duh!

dxs's avatar

@Sneki95 It can’t be calculated in that sense; it can’t be calculated to a finite number of decimal places. But it can be calculated in other ways. For example, pi is how many times you can wrap the radius of a circle around its circumference.

Dutchess_III's avatar

I think scientists the world over would have a giant keg party.

elbanditoroso's avatar

Why do we all serve Pies in round tins when everyone knows that pies-r-squared?

Sneki95's avatar

@elbanditoroso Haha :D I see what you did there!

kritiper's avatar

The fan will hit the shit!

dxs's avatar

Where was my mind when I was typing that last response? There’s so much wrong with it that I’m just going to start again:

@Sneki95 It can’t be calculated in that sense; it can’t be calculated to a finite number of decimal places. But it can be calculated in other ways. For example, pi is how many diameters of a circle you need to wrap around the circle once.

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