A(-3,4)Translate the triangle.Then enter the new coordinates.A' ([?], [?])B'([ ], [ ]C'([ ]:[])B(0, 1)C-4, 1)< 6.-4 >
The transformation:
[tex]T_{<6,-4>}[/tex]transforms the point (x,y) in (x+6, y-4). Applying this rule to triangle ABC, we get:
A(-3, 4) → (-3 + 6, 4 - 4) → A'(3, 0)
B(0, 1) → (0+ 6, 1 - 4) → B'(6, -3)
C(-4, 1) → (-4 + 6, 1 - 4) → C'(2, -3)