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प्रश्न
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.
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उत्तर
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 %`
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संबंधित प्रश्न
Find the gain or loss percent, if C.P. = Rs. 200 and S.P.: = Rs. 224
Find the selling price, if: C.P. = Rs. 500 and gain = 25%
Find the selling price, if: C.P. = Rs. 150 and loss = 20%
Find the selling price, if: C.P. = Rs. 80 and gain = 2.5%
Find the cost price, if: S.P. = Rs. 200 and loss = Rs. 50
A T.V. set is sold for Rs. 6800 at a loss of 15%. Find
(i)cost price of the T.V. set.
(ii)new selling price of it, in order to gain 12%.
The selling price of an article is 96% of its cost price. Find the loss or the gain as percent on the whole.
The list price of an article is ₹450 and it is sold for ₹360. Find: (i) discount (ii) discount percent
A dealer buys a T.V. set for Rs. 2500. He marks it at Rs. 3,200 and then gives a discount of 10% on it. Find:
(i) the selling price of the T.V. set
(ii) the profit percent made by the dealer.
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?
