Aug 19, 2017

# Using Taylor’s expansions derive a sixth order method for approximating the second derivative of a given sufficiently smooth function f (x)

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Using Taylor’s expansions derive a sixth order method for approximating the second derivative of a given sufficiently smooth function f (x).

Use your method to approximate the second derivative of f (x) = esin(3x) at x= .4, verifying its order by running your code for h = .1, .05, and .025.

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