Q 3:7 Let f(2) = , 0.2

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Q 3.7
Let f(2) = , 0.25xE1.8. Suppose we apPproximate
fx) by the 4th degree
Taylor polgnomial T,(2)
centered at a= 1. Taylors ineqvali ty gives an
approkimation.
constant M
in Taylar's Inequality. (Your answer can NOT
estim ate for the errar
mvolved
this
Fmd the smallest possible valve of the
re ferred to
decimal paints).
contain
Transcribed Image Text:Q 3.7 Let f(2) = , 0.25xE1.8. Suppose we apPproximate fx) by the 4th degree Taylor polgnomial T,(2) centered at a= 1. Taylors ineqvali ty gives an approkimation. constant M in Taylar's Inequality. (Your answer can NOT estim ate for the errar mvolved this Fmd the smallest possible valve of the re ferred to decimal paints). contain
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