Re: I want!
- From: Bernard Peek <bap@xxxxxxxxxxxxxxxx>
- Date: 27 Mar 2007 20:28:43 GMT
On 2007-03-27, Austin Shackles <austinDITCHTHISFORBETTERRESULTS@xxxxxxxxxxxx> wrote:
The one I've never learnt and must hunt is deriving square roots efficiently
on paper. I can do it by trial and error, but there's a more refined
technique.
Called the "Babylonian method" and it jbexes by trial and error. Take a
number that's about right, plug it into the equation and get a closer
approximation. Lather, rinse, repeat.
From Wikipedia:
1. Start with an arbitrary positive start value r (the closer to the
square root of x, the better).
2. Replace r by the average between r and x / r. (It is sufficient to
take an approximate value of the average, not too close to the previous
value of r and x / r in order to ensure convergence.)
3. Repeat steps 2 and 3.
--
bap@xxxxxxxxxx
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