Finding small equation solutions with great precision with Solvesys and Longfloat
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07-26-2020, 11:22 AM
Post: #4
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RE: Finding small equation solutions with great precision with Solvesys and Longfloat
The point that I was trying to make is that in either case you will have do do your own programming. SolveSys and LongFloat will not work together as-is. Both of those libraries are large and complex, and integrating or re-writing them will not be a trivial task.
If you are in exact mode (equal sign rather than tilde in the top line of the status area) pressing 3 ENTER 5 / will return '3/5' rather than .6. For example from your link, 127*10^-12 will evaluate to '127/1000000000000'. Once again, you will have to write your own solver program to work with exact arguments. |
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Messages In This Thread |
Finding small equation solutions with great precision with Solvesys and Longfloat - math7 - 07-25-2020, 01:49 AM
RE: Finding small equation solutions with great precision with Solvesys and Longfloat - John Keith - 07-25-2020, 01:29 PM
RE: Finding small equation solutions with great precision with Solvesys and Longfloat - math7 - 07-25-2020, 10:50 PM
RE: Finding small equation solutions with great precision with Solvesys and Longfloat - John Keith - 07-26-2020 11:22 AM
RE: Finding small equation solutions with great precision with Solvesys and Longfloat - John Keith - 07-26-2020, 12:24 PM
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