Problem 6/MatlabGrader Develop a Matlab function myGaussQuad that calculates the integral of a function f from a to b. As input the function shall take the anonymous function f, the integration bounds a and b and the number of Gauss points to be used m. Your function must cover 2, 3, 4, and 5 point Gaussian quadrature. As output the function shall give the calculated integral I. Do not use the table given in the book for the location of the Gauss points or the weights, but instead use the table with exact values given in the lecture notes. If the function is called with an m value other than 2, 3, 4, or, 5, the function shall execute Matlab's function error ("...") with an appropriate error message. Use your function myGaussQuad to solve problem 5, using 2, 3, 4, and 5-point Gaussian quadrature. Required submission: ☐ well commented function source code submitted to Matlab Grader printout of I for all 4 methods printout of script used to solve this problem in the Gradescope submission 69 Number of points, n Points, xj Weights, C 1 2 0 ±√√ L-100 2 1 3 0 H 5 |03/20 59 18+130 36 1+ 18-30 36 128 0 225 10 322+13√70 900 13 5-2, ±√5+2√ 10 322-13/70 900
Problem 6/MatlabGrader Develop a Matlab function myGaussQuad that calculates the integral of a function f from a to b. As input the function shall take the anonymous function f, the integration bounds a and b and the number of Gauss points to be used m. Your function must cover 2, 3, 4, and 5 point Gaussian quadrature. As output the function shall give the calculated integral I. Do not use the table given in the book for the location of the Gauss points or the weights, but instead use the table with exact values given in the lecture notes. If the function is called with an m value other than 2, 3, 4, or, 5, the function shall execute Matlab's function error ("...") with an appropriate error message. Use your function myGaussQuad to solve problem 5, using 2, 3, 4, and 5-point Gaussian quadrature. Required submission: ☐ well commented function source code submitted to Matlab Grader printout of I for all 4 methods printout of script used to solve this problem in the Gradescope submission 69 Number of points, n Points, xj Weights, C 1 2 0 ±√√ L-100 2 1 3 0 H 5 |03/20 59 18+130 36 1+ 18-30 36 128 0 225 10 322+13√70 900 13 5-2, ±√5+2√ 10 322-13/70 900
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
Related questions
Question
I added the table needed to solve the problem.

Transcribed Image Text:Problem 6/MatlabGrader
Develop a Matlab function myGaussQuad that calculates the integral of a function f from a to b. As input the function shall
take the anonymous function f, the integration bounds a and b and the number of Gauss points to be used m. Your function must
cover 2, 3, 4, and 5 point Gaussian quadrature. As output the function shall give the calculated integral I. Do not use the table
given in the book for the location of the Gauss points or the weights, but instead use the table with exact values given in
the lecture notes. If the function is called with an m value other than 2, 3, 4, or, 5, the function shall execute Matlab's function
error ("...") with an appropriate error message.
Use your function myGaussQuad to solve problem 5, using 2, 3, 4, and 5-point Gaussian quadrature.
Required submission:
☐ well commented function source code submitted to Matlab Grader
printout of I for all 4 methods
printout of script used to solve this problem in the Gradescope submission

Transcribed Image Text:69
Number of points, n
Points, xj
Weights, C
1
2
0
±√√
L-100
2
1
3
0
H
5
|03/20
59
18+130
36
1+
18-30
36
128
0
225
10
322+13√70
900
13
5-2,
±√5+2√
10 322-13/70
900
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