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PLEASE ANSWER THE QUESTION 5, THANK YOU!!!!!! Consider the matrix A=112011001123111andthevectorb=125 1. Construct the augmented matrix [Ab] and use elementary row operations to transform it

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PLEASE ANSWER THE QUESTION 5, THANK YOU!!!!!!

Consider the matrix A=112011001123111andthevectorb=125 1. Construct the augmented matrix [Ab] and use elementary row operations to transform it to reduced row echelon form. 2. Find a basis for the column space of A. 3. Find a basis for the null space of A. 4. Find the general solution to the linear system Ax=b. 5. Can you find a vector c such that Ax=c has no solution? Give your reason

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