LakerFan24 wrote:
A certain car company manufactured x cars at a cost of c dollars per car. If a certain number of cars were sold below cost at a sale price of s dollars per car, while the rest of the cars were sold for the normal retail price of n dollars per car, how many cars could the company afford to sell at the sale price in order to break even (no profit and no loss)?
(A)\(\frac{x(c-n)}{(s-n)}\)
(B)\(\frac{x(n-c)}{(s-n)}\)
(C)\(\frac{x(c-n)}{(s-c)}\)
(D)\(\frac{x(s-n)}{(c-n)}\)
(E)
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