How to determine Padé approximation of degree $6$ for $f(x)=\sin x$, and compare the results at $x_i = 0.2i$ for $i = 0,1,2,3,4,5$, with $f(x)$ and with its sixth Maclaurin polynomial with $n=2$ and $m=4$ ...USING MATLAB?
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Does $(m,n)=(4,2)$ mean that the denominator is quadratic? How do you encode polynomials? Did you find the function for polynomial division? Do you know the extended Euclidean algorithm? What sources for the Padé table computation have you found? – Lutz Lehmann Feb 04 '20 at 18:58
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See the answer by Claude Leibovici to https://math.stackexchange.com/q/2196371 – Jean Marie Feb 04 '20 at 19:02
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I am familiar with how to find the pade approximation using taylor by hand, I just dont know how to do the comparison in matlab as it asks in the question. – Kay Feb 04 '20 at 19:11
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I was referring to the algorithm I wrote into wikipedia and also in my answer to the above linked question. – Lutz Lehmann Feb 04 '20 at 19:27