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To find the kth degree polynomial approximation we require that Pk (x) and sin x agree at x = 0 and each nonzero derivative of the polynomial matches that of sin x. The condition that the fourth derivatives agree ends up meaning that a4 = 0, so we will proceed directly with the fifth degree polynomial.## Burris rt6 1 6x24 for sale

- Try this one: . 𝑦 = 𝑥 5 + 𝑥 4 − 2𝑥 3 . What are the roots of this fifth order polynomial function? g. How many roots are there? Why are there not five roots since this is a fifth degree polynomial? h. Check the roots by generating a graph of this equation using your calculator.
- The graph of the polynomial function of degree \(n\) must have at most \(n–1\) turning points. Figure 1: Black line: Linear response function (y = 3 2x). 75 and polynomial degree = 2. After pasting the code, return to the Excel window and test your new function.

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