Consider the map . Then, prove rigorously that the sequence is divergent. We were unable to...

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Consider the map Q_1(z) = z^2 + 1 . Then, prove rigorously that the sequence $\left \{ Q_1^n(0) \right \} = \left \{ 0, 1, 2, 5, 26, ... \right \}$ is divergent.

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Answer 1

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A(z) 3z + cą?(0)] = {0, 1, 2, un 26,-- we know that A sequence Lan] is Convergent iff . ܠܛܫܚܩܐ ܩܢܣܝܩܣܫܫܡܠܐ ܫܦܛ ² + 1 is o mon

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