From Numerical Analysis 8th edition by Richard Burden. 2) Compute the least squares polynomial of degree 2 for the data of Example 1, and compare the total error E for the two polynomials. and the...






From Numerical Analysis 8th edition by Richard Burden.


2) Compute the least squares polynomial of degree 2 for the data of Example 1, and compare the total error E for the two polynomials.



and the final result in the pic withe example 1


I need details for solution PLZ








2. The least-squares polynomial of degree two is P2() 0.4066667+1.1548480.034848482,<br>with E 1.7035<br>

Extracted text: 2. The least-squares polynomial of degree two is P2() 0.4066667+1.1548480.034848482, with E 1.7035
1. Compute the linear least squares polynomial for the data of Example 2 (repeated below).<br>Yi<br>2<br>1<br>0.00<br>1.0000<br>2<br>0.25 1.2840<br>3 0.50 1.6487<br>4 0.75 2.1170<br>5 1.00 2.7183<br>

Extracted text: 1. Compute the linear least squares polynomial for the data of Example 2 (repeated below). Yi 2 1 0.00 1.0000 2 0.25 1.2840 3 0.50 1.6487 4 0.75 2.1170 5 1.00 2.7183

Jun 04, 2022
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