Question: 3. Let f(x) = In(1 + x4). Prove that f(x) has a unique fixed point located between 1 and 1.3

3. Let f(x) = In(1 + x4). Prove that f(x) has

a unique fixed point located between 1 and 1.3

3. Let f(x) = In(1 + x4). Prove that f(x) has a unique fixed point located between 1 and 1.3

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