Question: Solving for M = [1 2 4 0 -3; 0 1 -2 -1 2; 3 8 8 -2 -5; 0 1 -4 4 -2] (a)

Solving for M = [1 2 4 0 -3; 0 1 -2 -1 2; 3 8 8 -2 -5; 0 1 -4 4 -2] (a) Use row operations to reduce M to reduced row echelon form. (b) Find the row space of M. (c) Find a basis for the column space of M. (d) Find a basis for the solution space of M. (e) Verify that the rank-nullity theorem holds for M. Note: In parts (b)-(e), you should briefly explain your answers

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