The coordinates of the point M are (4,5), while the coordinates of the point M' are (5,0). To find the vector that points from M to M', substract the coordinates of M from the ones of M':
[tex]\begin{gathered} M^{\prime}-M=(5,0)-(4,5) \\ =(5-4,0-5) \\ =(1,-5) \end{gathered}[/tex]
Therefore, the translation of QMWS to Q'M'W'S' is, in vector form:
[tex](1,-5)[/tex]
