20. Imagine now that the variable STRESSES is a matrix containing stress values in the first column and the location of the stress along the beam in the second column. Sort the values of the stresses from smallest stress to largest stress ensuring that the location of th stress stays next to its corresponding stress value.

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Explain and use Matlab to solve #20

%% Problem 19
b =
[1; 2; 3; 4; 5; 6; 7];
sort(b(:,1),'descend');
%Coulum_Vector_called_STRESSES_Redfined_from_Hige
m =
clc
clear
%% Problem 20
Transcribed Image Text:%% Problem 19 b = [1; 2; 3; 4; 5; 6; 7]; sort(b(:,1),'descend'); %Coulum_Vector_called_STRESSES_Redfined_from_Hige m = clc clear %% Problem 20
19. You are in the laboratory measuring internal stresses in a beam. Your stress measurement
device stores the stress values in column vector called STRESSES. Redefine the vector
sorting the stresses from highest stress to lowest stress.
20. Imagine now that the variable STRESSES is a matrix containing stress values in the first
column and the location of the stress along the beam in the second column. Sort the
values of the stresses from smallest stress to largest stress ensuring that the location of the
stress stays next to its corresponding stress value.
Transcribed Image Text:19. You are in the laboratory measuring internal stresses in a beam. Your stress measurement device stores the stress values in column vector called STRESSES. Redefine the vector sorting the stresses from highest stress to lowest stress. 20. Imagine now that the variable STRESSES is a matrix containing stress values in the first column and the location of the stress along the beam in the second column. Sort the values of the stresses from smallest stress to largest stress ensuring that the location of the stress stays next to its corresponding stress value.
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