Revision history [back]
 | 1 | initial version |
This one-liner :
sage: [u[0].n()*x^u[1] for u in (1/9*sqrt(3)*(2*sqrt(3)*x^2*e^(1/2*sqrt(3)) + 3*x*e^(1/2*sqrt(3)))).coefficients()]
[1.37261716853050*x, 1.58496178349078*x^2]
does the trick. Is it useful ?
HTH,
| | 2 | No.2 Revision |
This one-liner :
sage: [u[0].n()*x^u[1] sum([u[0].n()*x^u[1]
for u in (1/9*sqrt(3)*(2*sqrt(3)*x^2*e^(1/2*sqrt(3)) + 3*x*e^(1/2*sqrt(3)))).coefficients()]
[1.37261716853050*x, 1.58496178349078*x^2]
3*x*e^(1/2*sqrt(3)))).coefficients()])
1.58496178349078*x^2 + 1.37261716853050*x
does the trick. Is it useful ?
HTH,
