3. Determine a quadratic approximation a, + a,x + a,x2 to the cubic function (D(x) = 1.1x3 – 9x2 + 1) for -1

3. Determine a quadratic approximation a, + a,x + a,x2 to the cubic function<br>(D(x) = 1.1x3 – 9x2 + 1) for -1<x<6<br>by minimizing the peak value of the absolute error, i.e.,<br>minimize[max{ D(x) – a,-a,x – a,x2}]<br>using the Remez algorithm. Plot the error function after convergence.<br>

Extracted text: 3. Determine a quadratic approximation a, + a,x + a,x2 to the cubic function (D(x) = 1.1x3 – 9x2 + 1) for -1<><6 by="" minimizing="" the="" peak="" value="" of="" the="" absolute="" error,="" i.e.,="" minimize[max{="" d(x)="" –="" a,-a,x="" –="" a,x2}]="" using="" the="" remez="" algorithm.="" plot="" the="" error="" function="" after="">

Jun 04, 2022

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3. Determine a quadratic approximation a, + a,x + a,x2 to the cubic function (D(x) = 1.1x3 – 9x2 + 1) for -1

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