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2. Find all fixed points of the recurrence relation x(n) = and test for stability. 3. Find a closed-form solution for (n) (0) =

2. Find all fixed points of the recurrence relation x(n) = and test for stability. 3. Find a closed-form solution for (n) (0) = 5 and z(1) = 8. x(n-1)+2 3x(n-1)+2 4x(n 2) - 3x(n-1) with initial conditions -

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