maths!

[alede]

Plz give me some equasions to solve

[-TesseracT-]

x^x^x^x^... = 8

[Bouzoo]

What kind of equations? Linear, polynomial, diophantine, algebraic, ordinary differential, partial differential...?

[TidaLWaveZ]

 π = x

 

solve for x

[Mug]

Do this rearrangement

 

-Log (h) = -log (p) + log (a/f) to p = (h x a) / f

[Thunderpup]

If Mary is traveling on a train from San Francisco to Boston at a speed of 60 mp/h,

And Steve is flying on a hot air balloon from New York to Philadelphia at 10 mp/h;

 

Then how long will it take Gary to finish binge watching his favorite show on netflix?

[Dash Lambda]

Evaluate e^πi without googling it.

That should occupy your time.

[Orangeator]

1 hour ago, TidaLWaveZ said:

 π = x

 

solve for x

3.14 = x

Is that symbol supposed to be pi? Lol.

[Mira Yurizaki]

Prove 1 + 2 + 3 + 4 + ... = -1 / 12

[Devin92]

i have a 6 unknown system of 6 equations need to be solved. its all nonlinear. Do you want to solve it for me?

[TidaLWaveZ]

3 hours ago, Orangeator said:

3.14 = x

Is that symbol supposed to be pi? Lol.

Lol yeah, that's what it looks like in ascii.

 

I want the full number damnit! None of this only to a trillion decimal places either!

[TheRandomness]

2 minutes ago, TidaLWaveZ said:

Lol yeah, that's what it looks like in ascii.

 

I want the full number damnit! None of this only to a trillion decimal places either!

3.141592653589793238462643383279502884

Thats all I can do from memory. 

 

@op:

x = Cos^-1(6(13/Cos60))

Do that without a calculator c;

[TidaLWaveZ]

1 minute ago, TheRandomness said:

3.141592653589793238462643383279502884

Thats all I can do from memory. 

 

@op:

x = Cos^-1(6(13/Cos60))

Do that without a calculator c;

That's pretty good for memory 3.1415926 is as far as I remember, about the same as length as an American phone number.

[Dash Lambda]

10 hours ago, TidaLWaveZ said:

That's pretty good for memory. 3.1415926 is as far as I remember, about the same as length as an American phone number.

I can't recall much more of pi than that, but I laser-etched the first 1,500 digits on the front of my math notebook.

I etched Dirac's equation on the back.