1 | initial version |

This works for me in Sage 4.5.3:

```
sage: x = var('x')
sage: t1 = cos(x)
sage: t2 = e^(I * x) / 2 / I - e^(-I * x) / 2 / I
sage: sageobj(t1._maxima_().exponentialize())
1/2*e^(-I*x) + 1/2*e^(I*x)
sage: sageobj(t2._maxima_().demoivre())
sin(x)
```

Perhaps there's a simpler way? I don't think we've wrapped Maxima's `demoivre`

and `exponentialize`

in Sage.

2 | Add Maxima doc link |

This works for me in Sage 4.5.3:

```
sage: x = var('x')
sage: t1 = cos(x)
sage: t2 = e^(I * x) / 2 / I - e^(-I * x) / 2 / I
sage: sageobj(t1._maxima_().exponentialize())
1/2*e^(-I*x) + 1/2*e^(I*x)
sage: sageobj(t2._maxima_().demoivre())
sin(x)
```

Perhaps there's a simpler way? I don't think we've wrapped Maxima's `demoivre`

and `exponentialize`

in ~~Sage.~~Sage. They're documented here.

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