Question

Find the image pointsb. Rectangle WXYZ is translated 7 units down and 4 units right. W(7,-2) X(7,-5) Y (2,-5) Z(2,-2)

Answer 1

Answer::

`\begin{gathered} W^(\prime)(11,-9) \\ X^(\prime)(11,-12) \\ Y^(\prime)(6,-12) \\ Z^(\prime)(6,-9)​ \end{gathered}`

Step-by-step explanation:

If the point (x,y) is translated 7 units down and 4 units right, the coordinates of its image point are:

`(x,y)\to(x+4,y-7)`

Thus, the image point of rectangle WXYZ are:

`\begin{gathered} W\mleft(7,-2\mright)\to W^(\prime)\mleft(7+4,-2-7\mright)=W^(\prime)(11,-9) \\ X\mleft(7,-5\mright)\to X^(\prime)\mleft(7+4,-5-7\mright)=X^(\prime)(11,-12) \\ Y(2,-5)\to Y^(\prime)(2+4,-5-7)=Y^(\prime)(6,-12) \\ Z\mleft(2,-2\mright)​\to Z^(\prime)\mleft(2+4,-2-7\mright)​=Z^(\prime)(6,-9)​ \end{gathered}`