Question: Consider the system u = -4u + 20 - 902, v' = u + 4v. Find the two stationary points of this system. Find a

Consider the system u = -4u + 20 - 902, v' = u + 4v. Find the two stationary points of this system. Find a non-constant function H (u, v ) such that every orbit of this system satisfies H (u, v) = c for some constant C

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