- Dec 7, 2001
- 724
- 0
- 0
i know how to do things like 27^(2/3).
what about something like 10^.23? with basic arithmetic, is it possible?
the best i could come up with is to find the 100th root of 10 by trial and error (guess 1.05, multply it 100 times, revise guess, repeat), and then multiply that 23 times.
is this possible to do with basic arithemetic? is there an algorithm for this?
is there an advanced mathematical way to do it?
of course, no calculators. no log tables either, because i was wondering how they came up with the log tables.
thanks (and i didnt know where to post this).
what about something like 10^.23? with basic arithmetic, is it possible?
the best i could come up with is to find the 100th root of 10 by trial and error (guess 1.05, multply it 100 times, revise guess, repeat), and then multiply that 23 times.
is this possible to do with basic arithemetic? is there an algorithm for this?
is there an advanced mathematical way to do it?
of course, no calculators. no log tables either, because i was wondering how they came up with the log tables.
thanks (and i didnt know where to post this).