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If all boxes of brand X candy are equally priced and all boxes of brand Y candy are equally priced, what is the price of a box of brand X candy?
(1) The total price of 5 boxes of brand X candy is $4.50 more than the total price of 5 boxes of brand Y candy.
(2) The total price of 5 boxes of brand Y candy is $0.40 more than the total price of 4 boxes of brand X candy.
(1) The total price of 5 boxes of brand X candy is $4.50 more than the total price of 5 boxes of brand Y candy.
(2) The total price of 5 boxes of brand Y candy is $0.40 more than the total price of 4 boxes of brand X candy.
31 Oct 2018, 11:08
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Let X and Y be prices of each box respectively.
Stmt 1: 5X = 4.5 + 5Y, can't find X, Insuff.
Stmt 2: 5Y = 0.4 + 4X, can't find Y, Insuff.
Combined: X can be found, since equations are 5X = 4.5 + 5Y and 4X = -0.4 + 5Y, subtract to get X = 4.9, hence suff.
Option C IMO, not sure why OA is D
Stmt 1: 5X = 4.5 + 5Y, can't find X, Insuff.
Stmt 2: 5Y = 0.4 + 4X, can't find Y, Insuff.
Combined: X can be found, since equations are 5X = 4.5 + 5Y and 4X = -0.4 + 5Y, subtract to get X = 4.9, hence suff.
Option C IMO, not sure why OA is D
