[Solved]Rewrite System Matrix Format Find Augmented Matrix Reduce Augmented Matrix Reduced Row Ec Q37176743
a. Rewrite the system in matrix format, find the augmentedmatrix and reduce the augmented matrix to reduced row echelon form(rref) using Gauss-Jordan Elimination to determine the solution ofthe system (Solve it without using MATLAB please)
b. Check your answer of part (a) using the rref function in MATLAB.Write out the code (all the code) you typed into the CommandWindow.
c. Show that matrix A is singular by obtaining −1 using rowreduction to reduce [ | ]reduced row echelon form (rref) to showthat A can never be reduced to I. Write down the warning that youget in MATLAB when using the inv function to find the inverse.
Sodium hydroxide (NaOH) reacts with sulfuric acid (H2S04) yields sodium sulfate (Na2S04) and water according to the following unbalanced equation: NaOH + H2SO4 → Na2SO4 + H2O To balance this equation, we need to find constants (x1, x2, xa, xa) in front of the products and the reactants to get the balanced equation in the form: In order to get the values for x1,x2, …, x4, we compare the number of atoms of sodium (Na), oxygen (O), hydrogen (H), and sulfur (S) in the reactants with that in the products giving us the following system of equations. Element System of equations 0 x, + 4×2 4×3 + x4 x, + 4×2-4×3-X4-0 x1 + 2×2-2×4 x1 + 2×2 -2×40 3 2 3 Show transcribed image text Sodium hydroxide (NaOH) reacts with sulfuric acid (H2S04) yields sodium sulfate (Na2S04) and water according to the following unbalanced equation: NaOH + H2SO4 → Na2SO4 + H2O To balance this equation, we need to find constants (x1, x2, xa, xa) in front of the products and the reactants to get the balanced equation in the form: In order to get the values for x1,x2, …, x4, we compare the number of atoms of sodium (Na), oxygen (O), hydrogen (H), and sulfur (S) in the reactants with that in the products giving us the following system of equations. Element System of equations 0 x, + 4×2 4×3 + x4 x, + 4×2-4×3-X4-0 x1 + 2×2-2×4 x1 + 2×2 -2×40 3 2 3
Expert Answer
Answer to a. Rewrite the system in matrix format, find the augmented matrix and reduce the augmented matrix to reduced row echelon… . . .
OR
