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4: You are to choose a non-polynomial function, an interval, and six points at which to interpolate your function on your interval. Then create the Lagrange form interpolating polynomial and give the absolute and relative errors of the polynomial midway between the third and fourth points. (And remember, constants are polynomials, so don't even think of using them.)

4: You are to choose a non-polynomial function, an interval, and six points at which to interpolate your function on your interval. Then create the Lagrange form interpolating polynomial and give the absolute and relative errors of the polynomial midway between the third and fourth points. (And remember, constants are polynomials, so don't even think of using them.)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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4: You are to choose a non-polynomial function, an interval, and six points at which to interpolate your function on your interval. Then create the Lagrange form interpolating polynomial and give the absolute and relative errors of the polynomial midway between the third and fourth points. (And remember, constants are polynomials, so don't even think of using them.)
Transcribed Image Text:4: You are to choose a non-polynomial function, an interval, and six points at which to interpolate your function on your interval. Then create the Lagrange form interpolating polynomial and give the absolute and relative errors of the polynomial midway between the third and fourth points. (And remember, constants are polynomials, so don't even think of using them.)
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