Question: Help with Homework Please, I dont have MatLab :( Please take a snapshot of MatLab Do Problem 1 please Please Snapshot Matlab Thank You For

Help with Homework Please, I dont have MatLab :(

Please take a snapshot of MatLab

Help with Homework Please, I dont have MatLab :( Please take a

snapshot of MatLab Do Problem 1 please Please Snapshot Matlab Thank You

For this lab exercise, you will learn how to use MATLAB software

to assist you in solving static problems which involve finding the reactive

forces and moments required to keep a rigid body in equilibrium, as

Do Problem 1 please

Please Snapshot Matlab

Thank You

For this lab exercise, you will learn how to use MATLAB software to assist you in solving static problems which involve finding the reactive forces and moments required to keep a rigid body in equilibrium, as described by your textbook in sections 5.5-5.7. In general, there are different types of supports of a three-dimensional rigid body, which have different reactive forces and moments. However, since the rigid body is equilibrium, the sums of the force and moment components must equal zero. Since there are three components of the forces and three components of the moments, there are a total of 6 independent equations Thus, it is possible to solve for up to six unknown variables. In this lab, you will learn how to use MATLAB to solve a system of equations. To do this lab, you will need a computer with MATLAB installed Instructions In previous labs, you learned how to write some simple MATLAB functions and programs which used MATLAB's symbolic math capabilities. Symbolic math is a method of dealing with equations in a symbolic form instead of considering them numerical computations Nearly all three-dimensional equilibrium problems are solved the same way. First, draw a free-body diagram and determine the type ofreactions at all of the supports. Second, identify the unknown variables (components), which need to be calculated. There can only be six unknowns at most. Third, generate three independent equations by summing all of the forces in the three possible directions (x, y, and z). Fourth, generate the remaining three independent equations by summing all of the moments in the three possible directions (x, y, and z). Fifth, solve the system of equations for the unknown variables. This approach is followed in the shell" MATLAB program given below 1. Starting running Windows Explorer Check to see ifyou already have the directory of c: temp\mymatlab. If not, create a new directory with this name 2. Start running MATLAB at your computer. The first window that MATLAB loads up is the command window, which is blank except for the prompt Use the change directory cd command to move to the directory, i e type cd c temp\my matlab Warning: many of the problems we will solve will make use of the Uvec.m function that you wrote in previous labs. Therefore, these functions must be already stored within this directory or somewhere within MATLAB's search path

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