What series of transformations to quadrilateral ABCD map the quadrilateral onto​quadrilateral EFGH​ to prove that ABCD≅EFGH? a reflection across x-axis, and then a translation 2 units left

a reflection across y-axis, and then a translation 2 units right

a reflection across y-axis, and then a translation 2 units left

a reflection across x-axis, and then a translation 2 units right
Coordinate plane with x axis from negative -2 to 8 and y axis from negative 6 to 6. Quadrilateral A B C D has vertices A begin ordered pair 2 comma 4 end ordered pair, B begin ordered pair 4 comma 5 end ordered pair, C begin ordered pair 5 comma 4 end ordered pair, and D begin ordered pair 4 comma 1 end ordered pair. Quadrilateral E F G H has vertices E begin ordered pair 4 comma negative 4 end ordered pair, F begin ordered pair 6 comma -5 end ordered pair, G begin ordered pair 7 comma -4 end ordered pair, and H begin ordered pair 6 comma -1 end ordered pair.