Question: 1. Given the following relation xn+1 = a xn (1-xn) n = 1,2,3,N using x1 = 0.1, determine which of the following cases converge: a

1. Given the following relation xn+1 = a xn (1-xn) n = 1,2,3,N using x1 = 0.1, determine which of the following cases converge: a = 1.45, 2.75, 3.2, 4. Consider the sequence to be convergent when |(xn+1-xn)/xn+1| < 10-4 and N < 200. If convergent, print the value of xN.

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