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1:04 PM Wed Oct 21 0 712% uoguelph.mobius.cloud Consider the following system of equations: 3 X - 27 + 4 Y +42=0 4X - 21 +3 Y+2Z=0 2 X - 32 + 5 Y +6Z=0 Choose the answer that correctly describes the system The system Your response Correct response has no solutions. Auto graded Grade: 0/1.0 x Give the solutions for the system, if they exist. If there is no solution type "no solution" (without quotes) in each case. If there are many solutions, for a two parameter solution type Y in the Y = box and Z in the Z = box and then give X in terms of Y and Z . For a one parameter solutions type Z in the Z = box and then give X and Y in terms of Z For a three parameter solution type Z in the Z = box, type Y in the Y = box, and type Z in the Z = box. X= Your response Correct response No answer "no solution" Auto graded Grade: 0/1.0 x Y = Your response Correct response No answer "no solution" Auto graded Grade: 0/1.0 x Z = Your response Correct response No answer "no solution" Auto graded Grade: 0/1.0 x * Total grade: 0.0x1/4 + 0.0x1/4 + 0.0x1/4 + 0.0x1/4 = 0% + 0% + 0% + 0% Feedback: This system of equations has no solution because it is inconsistent. To see this, we need to solve the system of equations. One way to do this is to set up the equations in matrix form and apply elementary row operations. We find that the matrix of coefficients is 4 2 , and the column of constant terms is / 271 View Details View Grade Quit & Save