From: MUSTAFA ?SMA?L ALKAN on 29 Jan 2010 17:01 For f(x)=e^x, find a Taylor approximation that is in error by at most 10^-7 on [-1,1]. Using this approximation, write a function program to evaluate e^x. Compare it to the standart value of e^x obtained from the MATLAB function exp(x); calculate the differences between your approximation and exp(x) at 21 evenly spaced points in [-1,1]. Thanks for helping.
From: Matt Fig on 29 Jan 2010 17:10 What have you done so far? Show us the code you have written, and ask a specific question about MATLAB coding.
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