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Task 2 y applying a structural analysis on a truss, the following equations are obtained: -1 + 2fy1 - 2fy2 = -3fx 4fy2 = -2-2fx + 2fy1 -fx +0.5fv₁ = fv₂

Task 2 y applying a structural analysis on a truss, the following equations are obtained: -1 + 2fy1 - 2fy2 = -3fx 4fy2 = -2-2fx + 2fy1 -fx +0.5fv₁ = fv₂

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Task 2 By applying a structural analysis on a truss, the following equations are obtained: -1 + 2fy1 - 2fy2 = −3fx 4fy2 = -22fx + 2fy1 -fx + 0.5fy1 = fy2 2-A) Rearrange the equations and write them in matrix form: A3×3 X3×1² = =B3x1 2-B) Write a MATLAB code to calculate the determinant of A. 2-C) Based on your result in (1-B), is it possible to find the inverse of matrix A? If yes, calculate and display the inverse of A (using the same MATLAB code). 2-D) Using the inverse matrix method evaluate fx, fy₁, fy2 (using the same MATLAB code).
Transcribed Image Text:Task 2 By applying a structural analysis on a truss, the following equations are obtained: -1 + 2fy1 - 2fy2 = −3fx 4fy2 = -22fx + 2fy1 -fx + 0.5fy1 = fy2 2-A) Rearrange the equations and write them in matrix form: A3×3 X3×1² = =B3x1 2-B) Write a MATLAB code to calculate the determinant of A. 2-C) Based on your result in (1-B), is it possible to find the inverse of matrix A? If yes, calculate and display the inverse of A (using the same MATLAB code). 2-D) Using the inverse matrix method evaluate fx, fy₁, fy2 (using the same MATLAB code).
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