Question: 2. (10 points) Consider the function f(x)=xex1. Prove that there exists a unique root r contained in (0,1) satisfying f(r)=0

2. (10 points) Consider the function f(x)=xex1. Prove that there exists

2. (10 points) Consider the function f(x)=xex1. Prove that there exists a unique root r contained in (0,1) satisfying f(r)=0

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