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Lebl-Basic-Analysis-I
· Problem 4.3.2
The Derivative
Mathematics · taylor-polynomial-polynomial
Problem
Suppose
p
p
p
is a polynomial of degree
d
d
d
. Given
x
0
∈
R
x_0 \in \mathbb{R}
x
0
∈
R
, show that the
d
d
d
th Taylor polynomial for
p
p
p
at
x
0
x_0
x
0
is equal to
p
p
p
.
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