Better yet, take the integral of f(x) = x^2 for the interval [0, 2^10000].
What does your calculator say about that?
Re: Maths question
Better yet, take the integral of f(x) = x^2 for the interval [0, 2^10000].
What does your calculator say about that?
Re: Maths question
It says 2,646967839710986774710839276339*10^9030Originally Posted by Alexander the Pretty Good
Better yet, take the integral of f(x) = x^2 for the interval [0, 2^10000].
What does your calculator say about that?
And I was using my own calculator not the windows version (except to get all the decimals in the end, can "only" get 10 on my own calc).
BTW the windows calculator can handle numbers up to something in between 10^43429 and 10^43430.
If 10^3010 is insanely big, what's 10^43429 then?
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Re: Maths question
Insanely big + 40419
Re: Maths question
Wow. That is a big number. My calc (A high-end 3d graphing calculator) will only do powers of 2 up to 3321.9280948873999999. Trying to do 2 to the power of 3321.9280948874 will give me infinity.
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