PLEASE WRITE USING MATLAB CODE (STEP BY STEP)

A truss is a structure made of members jointed at their ends. The forces in its 10 members are determined by solving the following set of ten nodal static equilibrium equations 1. F1sin(367 2000 F1 cos(36) F2 0 F3 + F1 sin(36") = 0 F4-P, cos(36) = 0 F3-F5 sin(36") = 3000 F6 + Fs cos(36) - F2 - 0 Fs sin (36) + F70 Pesin(36")-F8-1000 E,-E, cos(36")= 0 10 6 a) (10 pts) The linear system above can be represented as MX b where M is a 10x10 matrix, X is a 10x1 vector, and b is a 10x1 vector. Given that X = [F1 F2 F3 F9 F10T. obtain M and b b) (15 pts) Using M and b from above find the values of X using direct method (i.e. use \). Use 'fprintf' in a for loop to display each force (e.g. F1-...). Identify the members in tension (+ve) and compression (-ve)