4.4 Use zero- through fourth-order Taylor series expansions to pre- dict f(2.5) for f (x) = Inx using a base point at x = 1. Compute the true percent relative error ɛ, for each approximation. Discuss...


4.4 Use zero- through fourth-order Taylor series expansions to pre-<br>dict f(2.5) for f (x) = Inx using a base point at x = 1. Compute<br>the true percent relative error ɛ, for each approximation. Discuss<br>the meaning of the results.<br>

Extracted text: 4.4 Use zero- through fourth-order Taylor series expansions to pre- dict f(2.5) for f (x) = Inx using a base point at x = 1. Compute the true percent relative error ɛ, for each approximation. Discuss the meaning of the results.
4.2 Perform the same computation as in Prob. 4.1, but use the<br>Maclaurin series expansion for the sin x to estimate sin(7/3).<br>sin x = x<br>-<br>3!<br>5!<br>7!<br>+<br>

Extracted text: 4.2 Perform the same computation as in Prob. 4.1, but use the Maclaurin series expansion for the sin x to estimate sin(7/3). sin x = x - 3! 5! 7! +

Jun 11, 2022
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