Many equations can also be solved by repeatedly applying a discrete-time dynamical system. Compare the following discrete-time

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Many equations can also be solved by repeatedly applying a discrete-time dynamical system. Compare the following discrete-time dynamical systems with the Newton's method discrete-time dynamical system. Show that each has the same equilibrium, and see how close you get in three steps.
Use the discrete-time dynamical system xt+1 = x3t + xt - 20 to solve x3 = 20.
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