Answer:
option D
Step-by-step explanation:
translated 12 units down and 7 units right
(x,y)-> (x+7, y-12)
Lets pick a point on Rectangle A and apply the translation
(-11,4) -> (-11+7, 4-12) ->(-4, -8) That is not in our Rectangle E
Lets pick a point on Rectangle B and apply the translation
(-7,1) -> (-7+7, 1-12) ->(0, -11) That is not in our Rectangle E
Lets pick a point on Rectangle C and apply the translation
(-5,5) -> (-5+7, 5-12) ->(2, -7) That is not in our Rectangle E
Lets pick a point on Rectangle D and apply the translation
(-3,1) -> (-3+7, 1-12) ->(4, -11) That is in our Rectangle E
So option D is correct