SOLUTION: Solve the system of equations using the methods of matrix row reduction.
2x+y+2z=0
4x+3y-z=1
5x-4y+3z=-41
What is the solution?
Thank you.
Algebra.Com
Question 985488: Solve the system of equations using the methods of matrix row reduction.
2x+y+2z=0
4x+3y-z=1
5x-4y+3z=-41
What is the solution?
Thank you.
Answer by MathLover1(20850) (Show Source): You can put this solution on YOUR website!
------------------------------
Step 1: Swap row and
Step 2: Divide row by
Step 3: Subtract () from row
Step 4: Subtract ( * row ) from row
Step 5: Divide row by
Step 6:
Subtract (* row) from row
Step 7: Divide row by
Matrix is now in row echelon form
Step 8: Subtract ( * row ) from row
Step 9: Subtract ( * row ) from row
Step 10: Subtract ( * row ) from row
Matrix is now in echelon form.
solution:
check:
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