amanvermagmat
Maria runs a business of buying and selling of ready-made Tuxedos in her shop. A particular Tuxedo costs her $X. Its a special '25% discount' promotion going on in her shop, so she will have to sell this Tuxedo also at a 25% discount below the label price. At what price should she label this Tuxedo in her shop?
(1) X = 500
(2) She has to earn 20% profit on this Tuxedo.
We need to find the marked price or the label price of the Tuxedo.
Statement 1:
So the cost price = $500, but we dont know anything about selling price so we cannot use the 25% discount figure to calculate marked price.
Not sufficient.
Statement 2:
20% profit over Cost price will give us the selling price and then we can use the 25% discount figure to calculate marked price. But we dont know the cost price, so we cannot calculate selling price or marked price.
Not Sufficient.
Combining the statements:
Cost price = $500, with a profit of 20% the Selling price required = 1.2*500 = $600
But this $600 will be received by Maria after 25% discount over Marked price. This means
Selling price = 25% less than Marked Price or 75% of Marked Price
Since we know the Selling price, we can now calculate the marked price.
Sufficient.
Hence
C answer