*To*: mathgroup@smc.vnet.net*Subject*: [mg11945] Re: Numeric Accuracy*From*: hello@there.com (Rod Pinna)*Date*: Fri, 10 Apr 1998 01:03:37 -0400*Organization*: UWA

In article , hello@there.com (Rod Pinna) wrote: >However, when enter the dimensions as follows: >a=10,t=0.05`1000,L=16.1886`1000,W=207x10^9,n=0.3`1000 > >The solution now produces two solutions which are almost exactly >the same, and have a value about 310551.7, which is quite a long >way from the correct solution. Actually, I've found what I think is a solution, and that is to define the dimensions as rational numbers, using Rationalize. Now, I get the same answers as using machine precision. While I'm happy enough to accept these results now, does anybody have any idea as to why using large arbitrary precisions numbers didn't seem to work? Thanks :) Rod Pinna (rpinnaX@XcivilX.uwa.edu.au Remove the X for email)