System of Linear Equations using Inverse of a Matrix | Examples

System OF linear equation 1

Solve the following equations using inverse of a matrix. x+y=5 , y+z=3 , z+x=4

Solve the following equations using inverse of a matrix. {:(2x+3y=4),(4x+5y=6):}

Solve the following equations using inverse of a matrix. {:(2x-y=-2),(3x+4y=3):}

Solve the following equations using inverse of a matrix. {:(2x+5y=1),(3x+2y=7):}

Solve the following equations using inverse of a matrix. {:(5x+2y=3),(3x+2y=5):}

Minors and Cofactors |Adjoint of a matrix|Properties of adjoint |Previous year questions |Inverse of a Matrix |Solution of system of linear equations

System Of Linear Equations|Questions Based On Linear Equations

Solve the following system of linear equations using matrix inversion method: 5x-3y = -13, 2x+ 5y = 1.

Solve the system of linear equations by matrix inverse method and find the values of lambda and mu such that the system is consistent.The system is x+y+z=6,x+2y+3z=14