i need the solution by maple software, thank you.

Create an exponential function table going up by tenths from 0 to 1. We want these values accurate to 4 decimal places after rounding, i.e., within .00005 of the exact values. We do this by using a Taylor polynomial about xo=0 to approximate the exponential function. However, we first must find the degree of the Taylor polynomial that will give us the desired accuracy. We do this by first finding an upper bound for the error for an n'th degree Taylor polynomial. Keep in mind that exp(x0 is its own derivative, that exp(x) is increasing, and that exp(1)