Question: x - 2y+ 3z=5 4. Write the system 2x - 3y+2=-13 as an augmented matrix. Then do the following: Find the Row Reduced Echelon Form

 x - 2y+ 3z=5 4. Write the system 2x - 3y+2=-13

as an augmented matrix. Then do the following: Find the Row Reduced

x - 2y+ 3z=5 4. Write the system 2x - 3y+2=-13 as an augmented matrix. Then do the following: Find the Row Reduced Echelon Form of the augmented matrix. Show all of the steps involved. ii) Find all the solutions to the system. How many free variables are there? Write X the general solution in column matrix (vector) form as . . . 7

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