3. Suppose you have the following data points for a polynomial of degree 2 20-11 (a) (5 marks) Identify the matrix A and
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3. Suppose you have the following data points for a polynomial of degree 2 20-11 (a) (5 marks) Identify the matrix A and
3. Suppose you have the following data points for a polynomial of degree 2 20-11 (a) (5 marks) Identify the matrix A and b. Also write down the linearly independent column vectors #1, 12 and #13 from the matrix A. (b) (6 marks) Using Gram-Schmidt process construct the orthonormal column matrices (or vectors) 9. 92 and 4s from the linearly independent column vectors obtained in the previous part, and then write down the Q matrix (c) (3 marks) Now calculate the matrix elements of R, and write down the matrix R. (d) (3 marks) Compute Rx and Q), where I = (40, 41, 42) which are the coefficients of the polynomial pz. (e) (3 marks) Using the above result, find the values of do, and a2, and write the polynomial pa.
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