Question: This is a MATLAB problem. Can you please help with problem 10.23. Thanks!!! 10.22 Consider the statically determinate truss shown in Figure P10.22 The applied

This is a MATLAB problem. Can you please help with problem 10.23. Thanks!!!

This is a MATLAB problem. Can you please help with problem 10.23.

10.22 Consider the statically determinate truss shown in Figure P10.22 The applied force has a magnitude of 1000 Ibf at an angle of 30 from the horizontal, as shown in the figure. The inner angles, 1 and 2 are 45, and 65 respectively. Determine the values of the forces in each member of the truss, and the reactive forces experienced at the hinge and the roller (nodes 2 and 3) 30 Hinge Roller Challenge Problem 10.23 Create a MATLAB function called my_matrix solver to solve a system of lin- Figure P10.22 A statically determinate russ ear equations, using nested for loops instead of MATLABs built-in opera- tors or functions. Your function should accept a coefficient matrix and a result matrix, and should return the values of the variables. For example, if you wish to solve the following matrix equation for X your function should accept A and B as input, and return X as the result. Test your function with the system of equations from the previous problem. 10.22 Consider the statically determinate truss shown in Figure P10.22 The applied force has a magnitude of 1000 Ibf at an angle of 30 from the horizontal, as shown in the figure. The inner angles, 1 and 2 are 45, and 65 respectively. Determine the values of the forces in each member of the truss, and the reactive forces experienced at the hinge and the roller (nodes 2 and 3) 30 Hinge Roller Challenge Problem 10.23 Create a MATLAB function called my_matrix solver to solve a system of lin- Figure P10.22 A statically determinate russ ear equations, using nested for loops instead of MATLABs built-in opera- tors or functions. Your function should accept a coefficient matrix and a result matrix, and should return the values of the variables. For example, if you wish to solve the following matrix equation for X your function should accept A and B as input, and return X as the result. Test your function with the system of equations from the previous

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