# Answered Essay: Requirements: Complete the implementation of the linSys_1 function, which solves a system of simulta Complete the function using matlab

function x = linSys_1()
syms x1 x2 x3 x4
eqn1 = -7.39*x1 + 3.83*x2 + 8.29*x3 + 9.35*x4 ==5.52;
eqn2 = 3.27*x1 + 1.09*x2 + 6.52*x3 + (-5.59)*x4 == 4.67;
eqn3 = 2.18*x1 + 8.55*x2 + (-3.45)*x3 + (-7.46)*x4 == 3.08;
eqn4 = 6.79*x1 + (-4.29)*x2 + (-6.97)*x3 + (-4.73)*x4 == -5.33;
sol = solve([eqn1 eqn2 eqn3 eqn4],[x1 x2 x3 x4]);
x = [sol.x1 sol.x2 sol.x3 sol.x4];
end

However the expected size should be 4×1 instead of 1×4

Requirements: Complete the implementation of the linSys_1 function, which solves a system of simultaneous lincar equations. The function should return a vector x which is the solution of the system of equations below 7.39 x1+3.83 x28.29×9.35 x4-5.52 3.27 지 + 1.09 x2 + 6.52 x3 +-5.59 x4 = 4.67 2.18 x1 + 8.55 x2 +-3.45 x3 +-7.46 x4 = 3.08 6.79 X1 +-4.29 x2 +-6.97 x3 +-4.73×4=-5.33 nput variable: n/a – This function has no input variables. Create your own variables to represent the system of equations within the function utput variables: x- A vector containing the solution of the system of equations listed above. lint: You can verify your solution by substituting the values of x produced by your function into the original system of equations. Submitted file: function x = linsys_1() end

function x = linSys_1()
syms x1 x2 x3 x4
eqn1 = -7.39*x1 + 3.83*x2 + 8.29*x3 + 9.35*x4 ==5.52;
eqn2 = 3.27*x1 + 1.09*x2 + 6.52*x3 + (-5.59)*x4 == 4.67;
eqn3 = 2.18*x1 + 8.55*x2 + (-3.45)*x3 + (-7.46)*x4 == 3.08;
eqn4 = 6.79*x1 + (-4.29)*x2 + (-6.97)*x3 + (-4.73)*x4 == -5.33;
sol = solve([eqn1 eqn2 eqn3 eqn4],[x1 x2 x3 x4]);
x = [sol.x1;sol.x2;sol.x3;sol.x4]; %use semicolon to separate the rows in a matrix
end

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