Easy# Linear System with Complex Eigenvalues: Wronskian at $t=1$

DIFFEQ-WHRJOO

Consider the the linear system about $x=x(t)$: $x'=Ax$ where

$A=\left(\begin{array}{cc}1&2\\\ -3&2\end{array}\right)$. Suppose $\Phi$ is a fundamental matrix such that the Wronskian at $t=0$ is $det(\Phi(0))=2$.

Then, what is the value of $det(\Phi(1))$, the Wronskian at $t=1$?