Find Reduced Row Echelon Form [[-6,5]]

Problem

[[−6,5]]

Solution

1. Identify the first non-zero entry in the first row, which is −6 This is the potential pivot.

2. Normalize the pivot by dividing the entire row by −6 to make the leading entry equal to 1

3. Calculate the new values for the row: the first element becomes (−6)/(−6)=1 and the second element becomes 5/(−6)=−5/6

4. Verify that the matrix is now in reduced row echelon form, as the first non-zero entry of the row is 1 and there are no other rows to simplify.

Final Answer

[[−6,5]]* rref=[[1,−5/6]]

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