# how to get simplified result of solving equation

Hi there!

In a linear algebra assignment I have the following equation I need to find a solution for:

`-2*sqrt(3)*sin(t)^2+2*cos(t)*sin(t)+sqrt(3)==0`

. I know the result is pi/3.

Now, when I use solve, `solve(-2*sqrt(3)*sin(t)^2+2*cos(t)*sin(t)+sqrt(3)==0, t)`

. I get:

```
[sin(t) == -1/6*sqrt(3)*(sqrt(cos(t)^2+6)-cos(t), sin(t) == 1/6*sqrt(3)*sqrt(cos(t)^2+6)+cos(t))].
```

How do I use the solve function to get the more simplified result?

NB: I have also tried to use `find_root`

and different simplify functions, but also without any luck. I am new to sage, so it is quite possible that I don't know a specification to the solve function which I should use.

Thank you in advance!

Sincerly Simon