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Unstable, because oxygen is a diatomic element meaning that O (charge of -2) cannot stand alone, when not in a compound it must be O2. So it has a charge of -4.
If any pole has a positive real part, then the system is unstable. If we view the poles on the complex s-plane, then all poles must be in the left half plane (LHP) to ensure stability. If any pair of poles is on the imaginary axis, then the system is marginally stable and the system will oscillate.he stability of a system may also be found from the state-space representation. In fact, the poles of the transfer function are the eigenvalues of the system matrix A. We can use the. command to calculate the eigenvalues using either the LTI system model directly, or the system matrix as shown below.