△def has vertices d (2,2), e (-2,-1), and f (-3,5). complete the following charts indicating the location of △d′e′f′ and △d″e″f″.△def is reflected in the y-axis. then it is translated along the vector ⟨3,−5⟩. enter your answers as points using parenthesis and commas. do not use any spaces.

Reflecting DEF on the y-axis gives the following coordinates of D'E'F' as follows

the coordinate of D' (-2, 2)
the coordinate of E' (2, -1)
the coordinate of F' (3, 5)

Translating D'E'F' by the vector (3, -5) gives the following coordinate of D''E''F'' as follows

the coordinate of D'' (-2+3, 2-5) = (1, -3)
the coordinate of E'' (2+3, -1-5) = (5, -6)
the coordinate of F'' (3+3, 5-5) = (6, 0)

The diagram below shows the transformation of triangle DEF