Happy Pi Day

[Mia Chloe]

… Nevertheless, Happy ∫₋₁¹ (1 / √(1 − x²)) dx day.

This might just be the most creative one I've seen today I'm too lazy to get a book and biro to solve something at the moment but I can vividly remember that there is an acrsin trig representation for this and when you simplify it after your substitute the upper and lower limits of the integral you should get π.

 ∫ (1 / √(1 − x²)) dx  this stuff is arcsinx +c if you then substitute -1 and 1 you end up with π/2 -(-π/2) which is same as π. Math is really interesting.

[CryptSafe]

Oh, I almost forgot the Almighty Pythagoras today. I could see the fun and cruise ongoing here. Maybe I could also eat some Pie if DireWolfM14 permits.

Happy Pi day!

[She shining]

πr²
Convert 3142. 8571428571 KG to tonnes. I prefer to settle for easy

[B-BossMan]

Today is 3-14, so let's celebrate mathematics and test our math skills for a little fun (and maybe some merit.)

I'll start:
√-1 2^3 ∑ π

Post your fun equations if you have them.

Disclaimer: I'm not a merit source, but I do have a couple of dozen sMerit burning a hole in my pocket.
Disclaimer 2:  Yeah, I know, we Americans write dates backwards, get over it.  Furthermore, if it wasn't for us backwards Americans there wouldn't be a Pi day.  You're welcome.  

That's intresting, though I was actually expecting much equations or much mathematics problems to solve, well
Happy pi day and if it's not too late, let refresh our brain with little equation here


>>  x² + 5x + 6 = 0
  (x + 2)(x + 3) = 0
     x = -2
      x = -3

>> x² - 4x - 5 = 0
     (x - 5)(x + 1) = 0
    x = 5
     x = -1

Problems here
 x² + 8x -4=0 ?

[Hypnotizer]

∫ (1 / √(1 − x²)) dx  this stuff is arcsinx +c if you then substitute -1 and 1 you end up with π/2 -(-π/2) which is same as π.

That’s it,

Math is really interesting.

Sure…

It’s the most interesting thing out there and it applies to everything… it’s the thing that keeps the Bitcoin Network running smoothly and trustless.

[satscraper]

Some stuff relevant to quantum computers.

One of the many possible qubit states

|ψ> = e^iπ/4|0> +  e^-iπ/4|1>

π-based factor is responsible for phase of the relevant ket -vector.

[Showlove01]

Today is 3-14, so let's celebrate mathematics and test our math skills for a little fun (and maybe some merit.)

I'll start:
√-1 2^3 ∑ π

Post your fun equations if you have them.

Disclaimer: I'm not a merit source, but I do have a couple of dozen sMerit burning a hole in my pocket.
Disclaimer 2:  Yeah, I know, we Americans write dates backwards, get over it.  Furthermore, if it wasn't for us backwards Americans there wouldn't be a Pi day.  You're welcome.  

Area, a = Length (l) × Breadth (b) ; unit is m^2

Volume, v = Length (l) × Breadth (b) × Height (h); unit is m^3

Sometimes it is difficult to recall or remember some formula or equation once you are done with school because you won't be studying and practicing unless the person want to further..., this is really interesting op.

[Hashura]

I know a funny one but it's not a complex equation.

If you slice a pie into 3 equal parts, it's 1/3 or 0.333 each
If you add them up again, it will be a total of 0.999
Where's the missing 0.001?

Answer: (highlight to reveal) It got stuck on the knife xD

[Bryan jessy]

∫ (1 / √(1 − x²)) dx  this stuff is arcsinx +c if you then substitute -1 and 1 you end up with π/2 -(-π/2) which is same as π.

That’s it,

Math is really interesting.

Sure…

It’s the most interesting thing out there and it applies to everything… it’s the thing that keeps the Bitcoin Network running smoothly and trustless.

Yes it is very interesting, but it is really funny how I try to escape it but I end up with it because literally everything in life requires calculation, one needs to be calculative in order to operate effortlessly in all we do. Of course our assets requires lots of calculative skills.