1 | initial version |

One solution is to use Python3-style division, where the quotient of two integers is a floating-point number.

The simplest way is to import `division`

from `__future__`

:

Use `.n(digits=13)`

to get 13 decimal digits; using `.n(13)`

gives 13 bits
of precision, so only 3 decimal digits.

```
sage: from __future__ import division
sage: L = ['651/349*t + 5382747/9778631000', 't + 57879/196133000', '1000/349*t + 57879/68450417']
sage: t = SR.var('t')
sage: F = function('F')(t)
sage: for k in L:
....: F(t) = eval(k)
....: Fc = fast_callable(F, vars=[t])
....: val2eval = 1.0
....: print(Fc(val2eval).n(digits=13))
....:
1.865879973076
1.000295100773
2.866175073849
```

Copyright Sage, 2010. Some rights reserved under creative commons license. Content on this site is licensed under a Creative Commons Attribution Share Alike 3.0 license.