An experiment, where a value of x was varied and a value of y was measured,...

Transcribed Image Text:

An experiment, where a value of x was varied and a value of y was measured, gave the following pairs of data (xi, Yi): (0, 1.3), (1,2.24), (2,4.5), (3,5.4), (4,8.8). The fitting function f(x) = cifi(æ) + c2f2(x) with fi(x) = 1 and f2(x) Choose a value closest to the norm of the best fitting |Sa – y|, if Sij = f;(x;) (fitting is done by Moore-Penrose pseudoinverse). = x is used. An experiment, where a value of x was varied and a value of y was measured, gave the following pairs of data (xi, Yi): (0, 1.3), (1,2.24), (2,4.5), (3,5.4), (4,8.8). The fitting function f(x) = cifi(æ) + c2f2(x) with fi(x) = 1 and f2(x) Choose a value closest to the norm of the best fitting |Sa – y|, if Sij = f;(x;) (fitting is done by Moore-Penrose pseudoinverse). = x is used.

Answer rating: 100% (QA)

This is basically calculating the line of best fit The calc... View the full answer