Before January, the price of a dress was D and the price of a matching pair of shoes was H. In January, the price of the dress increased by 40% and the price of the shoes increased by 50%. In March, Roberta bought both items with a 30% discount. If D = 4H, which of the following represents the amount that Roberta paid?	Choose the correct choice:
A) D + 40
B) D + H – 1
C) D + 2H
D) 4.97H
E) 1.21D
before 4.97Hiscount price was: 1.44.97H+1.5H   After 4.97Hiscount: 1.44.97H +1.5H-.424.97H-.45H   substitute 4.97H=4H   final value: 4.97H   Ans Is 4.97H :
<result>D</result>
Before January, the price of a dress was D and the price of a matching pair of shoes was H. In January, the price of the dress increased by 40% and the price of the shoes increased by 50%. In March, Roberta bought both items with a 30% discount. If D = 4H, which of the following represents the amount that Roberta paid?