Consider the function f(x)=exp(x). Let p=P₁ be the interpolation polynomial for the data x=(0,1) and y=(exp(0),exp(1)). Determine the value = 1² O a. s=0.589 O b. s=0.859 O c. s=0.895 O d. s 0.958 O e. s=0.985 O f. s-1.589 O g. s=1.859 Oh. s-1.895 O i. O j. S = up to three decimal places. Hint: You can compute the desired value brute force. Alternatively, you can go back to the lecture notes and identify where this construction occurs, and which simple formula gives the desired value. s=1.958 s=1.985 p(x)dx
Consider the function f(x)=exp(x). Let p=P₁ be the interpolation polynomial for the data x=(0,1) and y=(exp(0),exp(1)). Determine the value = 1² O a. s=0.589 O b. s=0.859 O c. s=0.895 O d. s 0.958 O e. s=0.985 O f. s-1.589 O g. s=1.859 Oh. s-1.895 O i. O j. S = up to three decimal places. Hint: You can compute the desired value brute force. Alternatively, you can go back to the lecture notes and identify where this construction occurs, and which simple formula gives the desired value. s=1.958 s=1.985 p(x)dx
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 65E
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