The most complicated Equation you can think of

[Mrmeguyme-]

Try and come up with the most complicated equation you can think of.

[keyboardhack]

I cheated. My computer came up with this one. You may get an error if you try run the function depending on the precision of the program running it.

f(x) = 1+(cos(ln(x/exp((x+x^arccos(sqrt(1/(arcsin(ln(tan(sqrt(ln(exp(2*x/(Pi-2*arccos(cos(arcsin(x)^2/(1+arcsin(x)^2)))))-x)/ln(10)))+1)/ln(10))+tan(sin(x^(1/sqrt(1+ln((1/2)*Pi-1)^2/ln(10)^2)-1)))-tan(ln(ln(-arctan(x*(arcsin(x*tan(exp(exp(1))))-1))))*sqrt(exp(x/sqrt(sin(exp(1)*x)))+arctan(arctan((x^arctan((1/2)*ln(arccos(arcsin(ln(arctan(arctan(Pi/x)))))^x)/ln(10))+(1/2)*ln(arccos(arccos(sqrt(sin(2*ln(exp(exp(tan((x/sqrt(-x^2+1))^x))))/ln(10))))))/ln(10))/tan(tan(exp(2^tan(sin(exp(arccos(cos(ln(cos(cos(exp(exp(x)))))))^x)+1)))))^(x/arcsin(tan(exp(1))))))))))))/x))/ln(10))+ln(exp(exp(1/sqrt(1+4*sin(sqrt(cos(cos(-1+x))))^2)))+1))^arccos(x)

f(1) = 2

[Nich]

I cheated. My computer came up with this one. You may get an error if you try run the function depending on the precision of the program running it.

f(x) = 1+(cos(ln(x/exp((x+x^arccos(sqrt(1/(arcsin(ln(tan(sqrt(ln(exp(2*x/(Pi-2*arccos(cos(arcsin(x)^2/(1+arcsin(x)^2)))))-x)/ln(10)))+1)/ln(10))+tan(sin(x^(1/sqrt(1+ln((1/2)*Pi-1)^2/ln(10)^2)-1)))-tan(ln(ln(-arctan(x*(arcsin(x*tan(exp(exp(1))))-1))))*sqrt(exp(x/sqrt(sin(exp(1)*x)))+arctan(arctan((x^arctan((1/2)*ln(arccos(arcsin(ln(arctan(arctan(Pi/x)))))^x)/ln(10))+(1/2)*ln(arccos(arccos(sqrt(sin(2*ln(exp(exp(tan((x/sqrt(-x^2+1))^x))))/ln(10))))))/ln(10))/tan(tan(exp(2^tan(sin(exp(arccos(cos(ln(cos(cos(exp(exp(x)))))))^x)+1)))))^(x/arcsin(tan(exp(1))))))))))))/x))/ln(10))+ln(exp(exp(1/sqrt(1+4*sin(sqrt(cos(cos(-1+x))))^2)))+1))^arccos(x)

f(1) = 2

which represents?

Laplace transforms which are used in aerospace mechanics technically extend to infinity depending on how much accuracy you want. The only thing possibly longer would be a power set of Laplace transforms which would have no practical use.

[DerivePi]

Maybe not the most complicated equation I've experienced (diff EQ is all a blur now), but for solving local max/mins of cubic functions, I got Excel to solve for the real solution(s) to quartic functions in real time.

[MrNardKing]

1+1=2
My computer couldn't even handle this one!
So I had to do it by hand.. took me hours.

[The Eriksonn]

Me solving derivativs in the most complicated way:

d/dx x/(1-x^-4) =

lim h->0
((hx^4-(x+h))(x^4+4h(x^3)+6(h^2)(x^2)+4xh^3+h^4)+x^5)/
((h(x^4)-h)(x^4+4h(x^3)+6(h^2)(x^2)+4xh^3+h^4)-(x^4)((h(x^4)-h)/x^4))

=(x^8-5x^4)/(x^8-2x^4+1)

[mrvn]

sorry, the message board won't let me paste such a long message

[Pinnakle]

Try and come up with the most complicated equation you can think of.

1+1= error

[Koub]

The equation that describes how women work.

[Pinnakle]

The equation that describes how women work.

Not even the best computers can do such a large task.

[Optera]

The equation that describes how women work.

Not even the best computers can do such a large task.

Woman take time and money
Woman = Time * Money

We all know time is money
Time = Money

Therefore we can substitute
Woman = Money^2

finally since Money is the root of all evil
sqrt(Evil) = Money

substitute again and we get
Woman = Evil

[mrvn]

The most complicated Equation is E=mc2

e^pi*i + 1 = 0

[The Eriksonn]

e^xi=cos(x)+i*sin(x)

[Aramorgot]

What about the legendary answer to life the universe and everything being 42?

[Koub]

[noliVe]

@koub where you found my classnotes from kindergarden?