Let p2(x) denote the Taylor polynomial of degree at most 2 for approximating f(x) =x^2 ln(x) near 1
Question 1.
Find p2(x) and use p2(1.01) to approximate f(1.01)
Question 2.
Determine the smallest number C such that
|p(x)-f(x)| ≤C for all x ∈ [1,2]
Let p2(x) denote the Taylor polynomial of degree at most 2 for approximating f(x) =x^2 ln(x) near 1 Question 1. Find p2(
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