Question # 22: Suppose you have a function f (x) = – cos (æhd two nodes -5 and 0. 1. Find the interpolation polynomial of the given function and nodes using the Vandermonde matrix method. 2. Roughly hand-draw a comparison graph between f ()and the interpolating polynomial. 3. Compute the actual interpolation error at x = 0

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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Question # 22: Suppose you have a function f (x) = – cos (æhd two nodes -5 and 0.
1.
Find the interpolation polynomial of the given function and nodes using the Vandermonde matrix method.
2.
Roughly hand-draw a comparison graph between f ()and the interpolating polynomial.
3.
Compute the actual interpolation error at a = 0
Transcribed Image Text:Question # 22: Suppose you have a function f (x) = – cos (æhd two nodes -5 and 0. 1. Find the interpolation polynomial of the given function and nodes using the Vandermonde matrix method. 2. Roughly hand-draw a comparison graph between f ()and the interpolating polynomial. 3. Compute the actual interpolation error at a = 0
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