Profit and Loss
- By selling an article for $ 72, there is a loss of 10%. In order to gain 5%, its selling price should be :
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Here , Selling price of article ( S.P. )= $ 72
Loss = 10% ,C.P. of article = S.P. × 100 100 - Loss% C.P. of article = 72 × 100 100 - 10 C.P. of article = 72 × 100 = $ 80 90
Correct Option: D
Here , Selling price of article ( S.P. )= $ 72
Loss = 10% ,C.P. of article = S.P. × 100 100 - Loss% C.P. of article = 72 × 100 100 - 10 C.P. of article = 72 × 100 = $ 80 90 ∴ S.P. of that article on 5% gain = 80 × 105 = $ 84 100
- By selling an article for $ 480 a person lost 20%. For what should he sell it to make a profit of 20%?
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According to question,
S.P. = $ 480
Loss% = 20%∴ C.P. = $ 100 × 480 = $ 200 80
On 20% profit ,
Correct Option: C
According to question,
S.P. = $ 480
Loss% = 20%∴ C.P. = $ 100 × 480 = $ 200 80
On 20% profit ,∴ Required price = 120 × 600 = $ 720 100
- By selling an article for $ 240, a man incurs a loss of 10%. At what price should he sell it, so that he makes a profit of 20 %?
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Given that , Selling Price of an article = $ 240
For 10% loss , 90% of C.P. = $ 240∴ C.P. = $ 240 × 100 90
New S.P. = 120% of C.P.
Correct Option: D
Given that , Selling Price of an article = $ 240
For 10% loss , 90% of C.P. = $ 240∴ C.P. = $ 240 × 100 90
New S.P. = 120% of C.P.New S.P. = $ 240 × 100 × 120 = $ 320 90 100
- A balance of a trader weighs 20% less than it should be. Still the trader mark-up his goods to get the overall profit of 35%. What is mark-up on the cost price?
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We know that ,
Required percent = a - b - a × b % 100
Here , a = 35% , b = -20% ( loss )Correct Option: B
We know that ,
Required percent = a - b - a × b % 100
Here , a = 35% , b = -20% ( loss )Required percent = 35 - 20 - 35 × 20 % = 8% 100
- A grocery dealer cheats to the extent of 10% while buying as well as selling by using false weight. What is his increase in the profit %?
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Given that , a = b = 10%
Gain percent = a + b + a × b % 100
Correct Option: B
Given that , a = b = 10%
Gain percent = a + b + a × b % 100 Gain percent = 10 + 10 + 10 × 10 % = 21% 100