<p>Does anyone here know how I would go about finding the largest possible error for a nth degree Maclaurin polynomial? I know how to estimate to a certain number of decimal places, but i don't know how to find the "largest possible error"</p>
<p>The question is: if you were to estimate (1)/(1.1) using f(x)=(1)/(1-x), what is the largest possible error? Justify using the Alternating Estimation Theorem.</p>
<p>thanks in advance!</p>