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First Translation: (x,y)→(x+6,y-4)
Second Translation: (x,y)→(x-6,y)
In this exercise, two translations have been performed. We will start by writing the transformation from the preimage DEFG to the image D'E'F'G'.
We can see in the given graph that D'E'F'G' is a translation right 6 units and down 4 units of DEFG.
Vertical translations affect the y-coordinate and horizontal translations affect the x-coordinate. We can use this to write the translation from the preimage DEFG to the image D'E'F'G'. (x,y)→(x +6,y -4)
From the given graph we see that D''E''F''G'' is a translation left 6 units of D'E'F'G'.
Again, keep in mind that vertical translations affect the y-coordinate and horizontal translations affect the x-coordinate. Let's write the translation from D'E'F'G' to the image D''E''F''G''. (x,y)→(x -6,y +0)