Find the (real-valued) general solution to the system of ODEs given by:
X’=[{-1,-1},{2,-3}]X (X is a vector)
-1,-1, is the 1st row of the matrix
2,-3, is the 2nd row of the matrix.
Then, determine whether the equilibrium solution x1(t) = 0, x2(t) = 0 is stable, a saddle, or unstable.
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