Question: you can use the language java a X C Secure I h ps://us encs concordia ca c361 4/a4.pdf ers Apps R Facebook D operating system
you can use the language java
a X C Secure I h ps://us encs concordia ca c361 4/a4.pdf ers Apps R Facebook D operating system Cor r COMP 335 Introd D Introduction To Auto G internship computers Programming problen P Perfect Resume Builde D sec71.70pdf A Dr. Aiman Hanna De a4.pdf Problem 3. (30%) Derive the local Three-point Gauss Quadrature Formula for integrating a function f(a) over the reference interval This formula uses the roots of the orthogonal polynomial 1.1 (z).) Use the corresponding composite formula to integrate the function f(r) sin(Tr) over the interval 0,1], using N 2, 4, 8, 16 equally spaced subintervals in 1,1 List the observed errors (the difference between the numerical integral and the exact integral) in a Table. How many function evaluations are needed for the error to be less than 10-7 Present your findings in a concise form, and briefly compare them to the corresponding results in Assignment 1. 5.42 PM ENG Ask me anything US 2017-03-20 a X C Secure I h ps://us encs concordia ca c361 4/a4.pdf ers Apps R Facebook D operating system Cor r COMP 335 Introd D Introduction To Auto G internship computers Programming problen P Perfect Resume Builde D sec71.70pdf A Dr. Aiman Hanna De a4.pdf Problem 3. (30%) Derive the local Three-point Gauss Quadrature Formula for integrating a function f(a) over the reference interval This formula uses the roots of the orthogonal polynomial 1.1 (z).) Use the corresponding composite formula to integrate the function f(r) sin(Tr) over the interval 0,1], using N 2, 4, 8, 16 equally spaced subintervals in 1,1 List the observed errors (the difference between the numerical integral and the exact integral) in a Table. How many function evaluations are needed for the error to be less than 10-7 Present your findings in a concise form, and briefly compare them to the corresponding results in Assignment 1. 5.42 PM ENG Ask me anything US 2017-03-20
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