implement Matlab code to compute a the minimum degree of the Taylor polynomial which approximates a function with error less than a given number on a given interval. Note that the general formula of the nth degree Taylor polynomial of a function is given by [ p_{n}(x)=f(a)+f^{prime}(a)(x-a)+cdots+rac{f^{[n]}(a)}{n !}(x-a)^{n} . ] Is minimumncorrectly calculated