Answer on Question #42946, Math, Other
Find the profit % and loss % made in each of the following cases;
1) the S.P of 15 articles = C.P of 20 articles
2) S.P of 20 articles = C.P of 15 articles
3) BY selling 20 articles a shopkeeper gains = c.p of 5 articles
Solution:
If the selling price of an article is more than cost price, there is a gain or profit.
Thus, Profit = S.P - C.P
If the cost price of an article is greater than the selling price, the seller suffers a loss.
Thus, Loss = C.P - S.P
Profit and Loss are always calculated with respect to the cost price of the item.
1) the S.P of 15 articles = C.P of 20 articles
CP < SP, so we have Profit:
15 S.P = 20 C.P : Profit = 25%. If an article is sold at a gain 25%, then S.P = 125% of C.P.
2) S.P of 20 articles = C.P of 15 articles
CP > SP, so we have loss.
15 C.P = 20 S.P : loss = 25%. If an article is sold at a loss 25%, then S.P = 75% of C.P
3) BY selling 20 articles a shopkeeper gains = c.p of 5 articles
CP > SP, so we have loss.
5 C.P = 20 S.P : loss = 75%. If an article is sold at a loss 25%, then S.P = 25% of C.P
Answer: 1) Profit = 25%; 2) loss = 25%; 3) loss = 75%.
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