Prove that the transformation product of the symmetry of center (0,0) with the symmetry of the axis, with the line of equation x=y+1, can be expressed as a product of an axis symmetry the line e by a translation of vector v, with e parallel to v, .
Determine a line e and a vector v, that meet the indicated conditions. have to be unique e and v,? geometric transformationvectorsymmetrylinear algebra