[CSC 335] Homework Three Questions

[Andrew J. Pounds]

For part A you build the code for the Lagrange interpolating polynomial 
for both sets of data.   You could try to plot your curve it for both 
cases to make your life easier.  Then in part B you find the maximum of 
the Lagrange function for both curves.

Not really sure what you are asking when it comes to finding the 
constants.   If you are asking about the A,B,C,D values that are the 
coefficients for the cubic spline, then the answer is yes.

On 10/8/23 13:12, Abigail Lee Van Pelt wrote:
> Dear Dr. Pounds,
>
> I am working on Section 3.1 question 20, and I'm wondering what 
> 'approximate the average weight curve for each sample" means. Does it 
> mean finding the slope at each sample or do I have to produce the 
> actual function?
> Also, for your question, do we have to solve for a different set of 
> constants for each point on our cubic spline?
>
> Thank you,
> Abigail Van Pelt


-- 
*/Andrew J. Pounds, Ph.D./*
/Professor of Chemistry and Computer Science/
/Director of the Computational Science Program/
/Mercer University, Macon, GA 31207 (478) 301-5627/
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