Consider a linear system dx/dt = Ax, where A isa2x2 matrix that is diagonalizable over
Chapter 9, Problem 50(choose chapter or problem)
Consider a linear system dx/dt = Ax, where A isa2x2 matrix that is diagonalizable over R. When is the zero state a stable equilibrium solution? Give your answer in terms of the determinant and the trace of A.
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