Answer:
ST and WX are congruent ⇒ first answer
Step-by-step explanation:
∵ S = (-5 , -4) , T = (-3 , -1) , U = (-1 , -3) , V = (-2 , -6)
∵ STUV reflected over the x-axis
∴ S' = (-5 , 4) , T' = (-3 , 1) , U' = (-1 , 3) , V' = (-2 , 6)
∵ S'T'U'V' reflected over the y-axis
∴ S" = (5 , 4) , T" = (3 , 1) , U" = (1 , 3) , V" = (2 , 6)
∵ W = (5 , 4) , X = (3 , 1) , Y = (1 , 3) , Z = (2 , 6)
∴ S"T"U"V" is WXYZ
∴ ST and WX are congruent
