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Consider the set of points:(−3,4),(−2,6),(−1,7),(0,4),(1,2),(2,0),(3,−1),(4,2).(a) Write a function for Interpolating Polynomials using Newton’s Divided-Difference For-mula. Have as inputs two vectors,xandy, that give the points (xi, yi), and a vector ofpointswwhere to evaluate the polynomial. OutputQ(w).

1.Consider the set of points:(−3,4),(−2,6),(−1,7),(0,4),(1,2),(2,0),(3,−1),(4,2).(a) Write a function for Interpolating Polynomials using Newton’s Divided-Difference For-mula. Have as inputs two vectors,xandy, that give the points (xi, yi), and a vector ofpointswwhere to evaluate the polynomial. OutputQ(w). Include the function file as aseparate file. (b) Apply your function from part (a) to the set of data points. […]

Describe how and why one might approximate a function by a Taylor polynomial.

1.Introduction: In this section you should introduce the report, and explain what you are going to do in it. 2.Polynomial approximation: In this section, you should answer the following questions. This section should include at least one table of results, at least one figure, and at least one reference to the wider literature: •Describe how […]

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