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Q: How would I use those non-zero terms and make

A:

Q: Assume that sin(x) equals its Maclaurin series for all x. Use the Maclaurin series for sin (2x²) to…

A: As per policy, we are allowed to solve only one question at a time. So I am answering first…

Q: A monic cubic polynomial has zeros 2 and (-1)/2±√11/2 i. Find the polynomial.

A: Given zeros are 2, -12±112i let a=-2, b=-12+112i, c=-12-112i let x be the variable of the…

Q: Question: What degree Taylor polynomial centered at 0 is needed to get an error of less than 10-12…

A: Please check step 2 for the solution.!

Q: How is the remainder Ra(x) in a Taylor polynomial defined?

A: To find: the definition of the remainder Rn(x) in a Taylor polynomial.

Q: Generate the 6th degree Legendre polynomial.

A: Solution

Q: 10. Find the Taylor polynomials P3 and P4 centered at a = 0 for f(x) = (1 + x) −³.

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Q: A car is moving with speed 35 m/s and acceleration 3 m/s² at the given instant. Using a…

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Q: Find the polynomial of the lowest possible degree which assumes the values 1245, 33, 5. 9 and 1335…

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Q: find the polynomial of the specified degree that has the given zeros. the coefficient of the leading…

A: As we know that the polynomial of order n having a leading coefficient a with zeros c1,c2,c3.....cn…

Q: Match the formula for each Legendre Polynomial. P_0 P_1 P_2 P_3 1 X [Choose ] ✓ [Choose ] x^3 -…

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Q: I approximate ve = e† by using a second degree Taylor polynomial centered at a = 0. Can I be sure…

A: The remainder term R2(x) = f(x) - P2(x), for second degree taylors polynomial.

Q: '0 {=0²1=0 X = (x)) (x14 16 kodo]

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Q: see the question as attached here

A: Query- How does the accuracy of a Taylor polynimial change as the degree of the polynomial…

Q: A 6th degree polynomial with roots at: x=1, x+1= 2  Square root 3, X=3+i

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Q: Graph the function Y1 = 1/1 - x and its fourth Taylor poly-nomial in the window [-1, 1] by [-1, 5].…

A: Graph of fx=Y1=11-x

Q: Find the polynomial with thats has degree 3 and Zeros 2,-1 and 3

A: To find the polynomial with thats has degree 3 and Zeros 2, -1 and 3.

Q: Find the polynomial of the lowest possible degree which - 4, - 1, 0, 2 and 5 assumes the values…

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