Advertisements
Advertisements
Question
By selling an article for ₹825, a man loses equal to j of its selling price. Find:
(i) the cost price of the article,
(ii) the profit percent or the loss percent made, if the same article is sold for ₹ 1265.
Solution
S.P. of an article = ₹ 825
Loss = `1/3` of S.P. = `1/3 xx 825 = ₹ 275`
(i) ∴ C.P. = S.P. + Loss
= ₹ 825 + ₹ 275 = ₹ 1100
(ii) In second case,
S.P. = ₹ 1265
∴ Gain = S.P. - C.P.
= ₹ 1265 - ₹ 1100 = ₹ 165
Gain % `= ("gain" xx 100)/"C.P."`
`= (165 xx 100)/1100 = 15 %`
APPEARS IN
RELATED QUESTIONS
Find the gain or loss percent, if CP. = Rs. 216 and loss = Rs. 72
Find the gain or loss percent, if C.P. = Rs. 5 and gain = 60 P
Find the selling price, if: C.P. = Rs. 60 and loss = 12 1/2%
Find the selling price, if: C.P. = Rs. 80 and gain = 2.5%
An article bought for Rs. 350 is sold at a profit of 20%. Find its selling price.
A vendor bought 120 sweets at 20 p each. In his house, 18 were consumed and he sold the remaining at 30 p each. Find his profit or loss as percent.
By selling an article for Rs. 810, a loss of 10 percent is suffered. Find its cost price.
The cost price of an article is 96% of its selling price. Find the loss or the gain as percent on the whole.
Hundred oranges are bought for ₹350 and all of them are sold at the rate of ₹48 per dozen. Find the profit percent or loss percent made.
The C.P. of 5 identical articles is equal to S.P. of 4 articles. Calculate the profit percent or loss percent made if all the articles bought are sold.