In Exercises 27-28, what condition, if any, must a, b, and c satisfy for the linear...

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In Exercises 27-28, what condition, if any, must a, b, and c satisfy for the linear system to be consistent? 27.x + 3y z = a x+y+2z = b 2y3z= c 28. x + 3y+z = a -x-2y + z = b 3x + 7yz = c In Exercises 27-28, what condition, if any, must a, b, and c satisfy for the linear system to be consistent? 27.x + 3y z = a x+y+2z = b 2y3z= c 28. x + 3y+z = a -x-2y + z = b 3x + 7yz = c

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For a linear system to be consistent the system of equations must have a solution In other words th... View the full answer