Obtain an equivalent system by performing the stated elementary operation on the system.Interchange equations 1 and 3.4x + 4y + z = -12x - 5y - z = 163x  + 5z = 18

A. 3x  + 5z = 18
2x - 5y - z = 16
4x + 4y + z = -1
B. 2x - 5y - z = 16
4x + 4y + z = -1
3x  + 5z = 18
C. 3x  + 5z = 18
4x + 4y + z = -1
2x - 5y - z = 16
D. x + 4y + 4z = -1
2x - 5y - z = 16
3x  + 5z = 18


Answer: A

Mathematics

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