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What are the three last digits of 2^3687??? can anyone explain the way how to solve this kind of problem?
Thanks a lot
No L'Hopital does not apply. Ive thought about it
Hi everyone
Look, we know how to calculate ∑i , ∑(i^2) , ∑(i^3) when i is any positive integer from 1 to n and we can proove them by arithmetic sequence rules or induction, but, can we find a general formula for ∑(i^4)?
Thanks guys you are right thats 1/2
\lim_{x\to infinity} \, \sqrt{x^2+x}-x
24[(n-1)²] + 2 = (2n-1)³ - (2n-3)³
24[(n)²] + 2 = (2n+1)³ - (2n-1)³
how did u get those equalities?
Thanks
This is the text i want to quote.
its too easy. You have to derivate the Pitagora equation with respect to time t and thats all.
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