Consider the same system of linear algebraic equations in Problem 8.2: Solve the aforementioned equations using MATLAB. Use all of the methods that have been previously mentioned. Use Gaussian elimination, the inverse of the matrix of coefficients (inv(A)*b), and the backslash operation (Ab) method. Problem 8.2Consider the system of linear algebraic equations:Solve the aforementioned equations by hand (and calculator). Eliminate x between Eqs. (8.23 and 8.24) and use the resultant equation, which contains y and z, and the first equation to solve for both y and z. Finally, use either Eq.

»Consider the same system of linear algebraic equations in Problem 8.2: Solve the aforementioned equations using MATLAB. Use all of the methods that have been previously mentioned. Use Gaussian elimination, the inverse of the matrix of coefficients (inv(A)*b), and the backslash operation (Ab) method. Problem 8.2Consider the system of linear algebraic equations:Solve the aforementioned equations by hand (and calculator). Eliminate x between Eqs. (8.23 and 8.24) and use the resultant equation, which contains y and z, and the first equation to solve for both y and z. Finally, use either Eq. (8.23) or (8.24) to find x

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