32. If f has n +1 continuous derivatives at To, then the polynomial Pn(t) = - is called the nth Taylor polynomial for f
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32. If f has n +1 continuous derivatives at To, then the polynomial Pn(t) = - is called the nth Taylor polynomial for f
32. If f has n +1 continuous derivatives at To, then the polynomial Pn(t) = - is called the nth Taylor polynomial for f at Io. The nth Remainder term (pointwise form) is given by R (I) = where is a point between I, and I.
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