Write 375007 as a product of two primes. No calculators please.
methods discussed in this thread may not help : http://openstudy.com/study#/updates/54ab17aae4b0b83d9dca4479
i'm ready for a hint if everyone else is ready for it
Just an interesting observation, there's a nice symmetry to the number when you convert it to base 7. \(375007_{10}=3121213_7\)
http://openstudy.com/users/freckles#/updates/54a9a050e4b054f0c3ba5a87 I was talking about a similar symmetry the other day but closed it because it might have not been as fascinating as I thought it was :p But this symmetry is a little different and it has an odd amount of digits
\[3(7^6+1)+1(7^5+7^3+7)+2(7^4+7^2) \\ 3(7^6+1)+7(7^4+7^2+1)+2(7^2)(7^2+1)\] it would be cool if we could somehow play with that
\[3(7^2+1)(7^4+7^2+1)+7(7^4+7^2+1)+2(7^2)(7^2+1) \\ (7^4+7^2+1)(3(7^2+1)+7)+2(7^2)(7^2+1)\]
hmm i dint see this
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