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Happy birthday Turtle!


Tormod

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Well, in base 1897 I think it would be written 11. I'm sure it would be palindromic in some other bases as well.
Each place value to the left is equal to 1897 times the place value to the right which implies that each place value to the right is equal to the place value to the left divided by 1897. It was up to the context of the number to determine where the place values began. Also, the place values may be fractions of base 1897 numbers, ie. 1/1897, 1/3598609, etc

So 1898/1897=1.0005271481286... blah, blah, blah

Am I wrong somewhere?

Orrrrrrr... Do I finally get to put a tally on my sheet saying that I proved C1ay wrong :circle:?!?!

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___Gorsh guys :o . :circle: :eek: :) :rant:

 

___C1ay is correct on this one Dark Mind. In the base 1897 system the first column is the ones column (always for any base as we here mean it), the second column is the 1897's column, the third the 3598609's. etc. More simply the first is 1897^0, then 1897^1, then 1897^2, etc. So, 1898 is written placing 1 in the second column with value 1897, subtract 1898-1897 =1 & that is the value in the ones column. Keeping in mind that using base 1897 reguires 1896 seprate symbols plus the zero. ;)

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