Draw the image of ABC under the translation (x, y) + (x,y+3).

Answer:
The draw of the image A'B'C' in the attached figure
Step-by-step explanation:
we know that
The rule of the translation is
(x,y) -----> (x,y+3)
That means ----> The translation is 3 units up
we have the coordinates of triangle ABC
Looking at the graph
[tex]A(-4,-3),B(0,0),C(-6,2)[/tex]
Applying the rule of translation at triangle ABC
A(-4,-3) -----> A'(-4,-3+3)
A(-4,-3) -----> A'(-4,0)
B(0,0) -----> B'(0,0+3)
B(0,0) -----> B'(0,3)
C(-6,2) -----> C'(-6,2+3)
C(-6,2) -----> C'(-6,5)
using a graphing tool
The draw of the image A'B'C' in the attached figure