a) Design a brute-force algorithm for computing the value of a polynomial p(x) = anx" + an-1x"-l+... + a1x + ao %3D at a given point x0 and determine its worst-case efficiency class. Algorithm BruteForcePolynomialEvaluation(P[0..n], x) /The algorithm computes the value of polynomial P at a given point x //by the “highest-to-lowest term" brute-force algorithm //Input: Array P[0.n] of the coefficients of a polynomial of degree n, // stored from the lowest to the highest and a number x //Output: The value of the polynomial at the point x

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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a) Design a brute-force algorithm for computing the value of a polynomial
anx" + an-1x""-l+... +a1x + ao
%3D
at a given point x0 and determine its worst-case efficiency class.
Algorithm BruteForcePolynomialEvaluation(P[0..n], x)
//The algorithm computes the value of polynomial P at a given point x
//by the "highest-to-lowest term" brute-force algorithm
//Input: Array P[0..n] of the coefficients of a polynomial of degree n,
// stored from the lowest to the highest and a number x
//Output: The value of the polynomial at the point x
Transcribed Image Text:a) Design a brute-force algorithm for computing the value of a polynomial anx" + an-1x""-l+... +a1x + ao %3D at a given point x0 and determine its worst-case efficiency class. Algorithm BruteForcePolynomialEvaluation(P[0..n], x) //The algorithm computes the value of polynomial P at a given point x //by the "highest-to-lowest term" brute-force algorithm //Input: Array P[0..n] of the coefficients of a polynomial of degree n, // stored from the lowest to the highest and a number x //Output: The value of the polynomial at the point x
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