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प्रश्न
An article is bought for Rs. 1,200 and Rs. 100 is spent on its transportation, etc. Find:
(i) the total C.P. of the article.
(ii) the selling price of it in order to gain 20% on the whole.
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उत्तर
C.P. of an article = Rs. 1200
Amount spent on transportation = Rs. 100
(i) Total C.P. of that article = Rs. 1200 + 100
= Rs. 1300
(ii) Gain = 20%, S.P. = `("C.P." xx (100 + "gain%"))/100`
`= (1300 xx (100 + 20))/100`
`= (1300 xx 120)/100` = Rs. 1560
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संबंधित प्रश्न
Find the gain or loss percent, if S.P. = Rs. 500 and loss : = Rs. 100
Find the selling price, if: C.P. = Rs. 500 and gain = 25%
Find the selling price, if: C.P. = Rs. 60 and loss = 12 1/2%
Find the selling price, if: C.P. = Rs. 150 and loss = 20%
Find the cost price, if: S.P. = Rs. 22 and loss = 12%
Find the cost price, if S.P. = Rs. 1 and loss = 5 p.
The cost price of an article is 96% of its selling price. Find the loss or the gain as percent on the whole.
A shopkeeper buys an article for ₹ 300. He increases its price by 20% and then gives 10% discount on the new price. Find:
(i) the new price (marked price) of the article.
(ii) the discount is given by the shopkeeper.
(iii) the selling price.
(iv) profit percent made by the shopkeeper.
A shopkeeper allows 20% discount on the marked price of his articles. Find the marked price of an article for which he charges Rs. 560.
40 pens are bought at 4 for Rs. 50 and all of them are sold at 5 for Rs. 80 Find
(i) C.P. of one pen.
(ii) S/P. of one pen.
(iii) Profit made by selling one pen.
(iv) Profit percent made by selling one pen.
(v) C.P. of 40 pens
(vi) S.P. of 40 pens.
(vii) Profit made by selling 40 pens.
(viii) Profit percent made by selling 40 pens. Are the results of parts (iv) and (viii) same? What conclusion do you draw from the above result?
