Triangle ABC has vertices A(β3, 1), B(β3, 4), and C(β7, 1).
If βABC is translated according to the rule (x, y) β (x + 4, y β 3) to form βAβBβCβ, how is the translation described with words? (3 points)
Where are the vertices of βAβBβCβ located? Show your work or explain your steps. (4 points)
Triangle AβBβCβ is rotated 90Β° counterclockwise about the origin to form βAββBββCββ. Is βABC congruent to βAββBββCββ? Give details to support your answer. (3 points)