please help!

Question

Write the system of equations as a matrix equation Then solve the system, if possible, by using a matrix equation. If not possible, classify the system.
2x+6y=-36
2x+6y=-29

Answer 1

The system of equations are .

Write the system of equations into the matrix form : , where A is coefficient matrix and X is variable matrix and B is constant matrix.

Place the coefficients of the equations and the constant terms and these are separated by dashed line into a matrix that is augmented matrix.

The augmented matrix is .

To make the first element in the first () row a 1, multiply the first row () by .

To make the first element in the second () row a 0, multiply the first row () by negative 2 and add the result to row 2 ().

The second row contain zero elements that means there is no variables.

The statement 0 = 7 is false, so the system equation has no solutions.