Find the matrix of the linear transformation ( T: \mathbbR^3 \to \mathbbR^3 ) defined by ( T(x,y,z) = (2x + y, y - z, x + 2z) ) relative to the standard basis.
Find the matrix of the linear transformation ( T: \mathbbR^3 \to \mathbbR^3 ) defined by ( T(x,y,z) = (2x + y, y - z, x + 2z) ) relative to the standard basis.
Find the matrix of the linear transformation ( T: \mathbbR^3 \to \mathbbR^3 ) defined by ( T(x,y,z) = (2x + y, y - z, x + 2z) ) relative to the standard basis.