Question: Let you consider the following linear equation system. - 2 x 1 + 5 x 2 + 4 x 3 - 3 x 4 =

Let you consider the following linear equation system.
-2x1+5x2+4x3-3x4=9
xl-7x2+2x3+9x4=7
4xl+3x2+8x3-6x4=0
-6x1+15x2+12x3-9x4=27
You are requested to solve system if possible.
a) Sketch the flow diagram
b) Write the MATLAB Code on the answer sheet to solve this equation system by finding its determinant and its inverse.
c) Add explanation (comment) for each line of this MATLAB Code.
d) Run the m-script and show the screenshots using the "print screen" button on the keyboard.
e) Discuss what it can be said about the matrix in terms of its determinant and in terms of its inverse.
 Let you consider the following linear equation system. -2x1+5x2+4x3-3x4=9 xl-7x2+2x3+9x4=7 4xl+3x2+8x3-6x4=0

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