In Lecture 1, we solved the problem of finding a quadratic curve given three points on the curve. Let us generalize this. Suppose we are given m distinct points which lie on the curve of an unknown polynomial of degree n – 1. Set up optimization problems (solving the sub-questions for each case will help you in setting it up) and solve them to find the polynomial coefficients for the following cases: (In case the solution is not unique, devise a method to obtain the minimum Euclidean norm solution.)

In Lecture 1, we solved the problem of finding a quadratic curve given three points on the curve. Let us generalize this. Suppose we are given m distinct points which lie on the curve of an unknown polynomial of degree n – 1. Set up optimization problems (solving the sub-questions for each case will help you in setting it up) and solve them to find the polynomial coefficients for the following cases: (In case the solution is not unique, devise a method to obtain the minimum Euclidean norm solution.)

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Description: 5 likes for complete correct and urgent answer.Need answer in 50 mints. In Lecture 1, we solved the problem of finding a quadratic curve given three points on the curve. Let us generalizethis. Suppose we are given m distinct points which lie on the c