The coordinates of E' is (11,1).
What is coordinate geometry?
In order to show geometric forms in a two-dimensional plane and learn about their characteristics, coordinate geometry is a crucial area of mathematics.
Translation means to move a coordinate upwards, downwards, left, and right.
How to solve the problem?
From the figure below we can observe that E has the coordinates (3,-4). i.e. E≡(3,-4)
So, when transformed by the above rule (x,y)[tex]\to[/tex](x+8,y+5) we have that (3,-4) goes to (3+8,-4+5)≡(11,1).
Hence, the coordinates of E' is (11,1).
Learn more about coordinate geometry here-
brainly.com/question/1601567
#SPJ2