Question: Using the Maclaurin series, show that |e* dx = e* = e*i 1. e* = e*1 1. %3D 0,

Using the Maclaurin series, show that

|e* dx = e* = e*i – 1. e* = e*1 – 1. %3D 0,

|e* dx = e* = e*i 1. e* = e*1 1. %3D 0,

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