Revision history [back]
 | 1 | initial version |
giac('normal(3*sqrt(7)*sqrt(2))')
| | 2 | No.2 Revision |
giac('normal(3sqrt(7)sqrt(2))')
giac('normal(3*sqrt(7)*sqrt(2))')
3*sqrt(14)
Or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 3 | No.3 Revision |
giac('normal(3sqrt(7)sqrt(2))')
3*sqrt(14)
Or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 4 | No.4 Revision |
giac('normal(3sqrt(7)sqrt(2))')
3*sqrt(14)
Or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 5 | No.5 Revision |
giac('normal(3sqrt(7)sqrt(2))')
3*sqrt(14)
Or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 6 | No.6 Revision |
giac('normal(3sqrt(7)sqrt(2))')giac('normal(3 * sqrt(7)*sqrt(2))')
3*sqrt(14)
Or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 7 | No.7 Revision |
giac('normal(3 * sqrt(7)*sqrt(2))')giac("normal(3sqrt(7)sqrt(2))")
3*sqrt(14)
Or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 8 | No.8 Revision |
giac("normal(3sqrt(7)sqrt(2))")giac('normal(3 * sqrt(7)*sqrt(2))')
3*sqrt(14)
Or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 9 | No.9 Revision |
giac('normal(3 * sqrt(7)*sqrt(2))')One can use for example
giac('normal(3 * sqrt(7)*sqrt(2))')
3*sqrt(14)
Or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 10 | No.10 Revision |
One can use for example
giac('normal(3 * sqrt(7)*sqrt(2))')
giac('normal(sqrt(21)*sqrt(6))')
3*sqrt(14)
Or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 11 | No.11 Revision |
One can use for example
giac('normal(sqrt(21)*sqrt(6))')
3*sqrt(14)
Oror
maxima('rootscontract(sqrt(21)*sqrt(6))')
3*sqrt(14)
or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 12 | No.12 Revision |
One can use for example
giac('simplify(sqrt(21)*sqrt(6))')
3*sqrt(14)
or
giac('normal(sqrt(21)*sqrt(6))')
3*sqrt(14)
or
maxima('rootscontract(sqrt(21)*sqrt(6))')
3*sqrt(14)
or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
| | 13 | No.13 Revision |
One can use for example
from sympy import simplify
simplify(sqrt(21)*sqrt(6))
3*sqrt(14)
or
giac('simplify(sqrt(21)*sqrt(6))')
3*sqrt(14)
or
giac('normal(sqrt(21)*sqrt(6))')
3*sqrt(14)
or
maxima('rootscontract(sqrt(21)*sqrt(6))')
3*sqrt(14)
or
(sqrt(21)*sqrt(6)).canonicalize_radical()
3*sqrt(7)*sqrt(2)
