How many
current students can find a square root without
a sqrt or x^y key on a calculator?
How many can do a *cube* root without a calculator
(or log/alog tables)?
I would have to stop and think, but I know I _could_ work out the Newton
iteration for it (becuase I did it once a couple of years back).
I suspect the "bar" is far lower than suggested here.
I'd wager "long division" sets many scratching their
heads...
Now, what about non-restoring long division?
How many even know the square root of 2 and 3?
2.236+ ;-)
No, that's the square root of 2+3. The square root of 2 AND 3 (assuming a
normal binary machine) is presumably somewhere close to 1.4142 :-)
-tony