求救,初一数学问题

2024-12-02 08:03:47
推荐回答(1个)
回答1:

解:设原来的利润为a%,售价x,原进价y,则现进价(1-5%)y=0.95y
(x-y)/y = a%
(x-0.95y)/0.95y = (a+15)%
(x-0.95y)/0.95y - (x-y)/y = 15%
得:x=(57/20)y
所以,(x-y)/y = [x-(20/57)x]/(20/57)x = a%
经化简,得:a% =185%