Advertisements
Advertisements
प्रश्न
The selling price of an article is Rs. 1,200 and cost price is `5/4` times of its selling price, find:
(i) cost price of the article ;
(ii) profit or loss as percent.
उत्तर
(i) S.P. of an article = Rs. 1200
∴ C.P. =`5/4` of C.P.
`= 5/4 xx 1200` = Rs. 1500
(ii) Loss = C.P. - S.P
= Rs. 1500 - Rs. 1200 = Rs. 300
Loss% = `("Loss" xx 100)/"C.P."`
`= (300 xx 100)/1500`
`= 100/5 = 20%`
APPEARS IN
संबंधित प्रश्न
Find the gain or loss percent, if C.P. = Rs. 450 and S.P. = Rs. 400
Find the gain or loss percent, if CP. = Rs. 216 and loss = Rs. 72
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%
Oranges are bought at 5 for Rs. 10 and sold at 6 for Rs. 15. Find profit or loss as per cent.
A certain number of articles are bought at 3 for Rs. 150 and all of them are sold at 4 for Rs. 180. Find the loss or gain as percent.
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.
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?
An article is marked 60% above the cost price and sold at 20% discount. Find the profit percent made.