Math, asked by prakharkumarsingh000, 5 months ago

4.A shopkeeper marks his goods at 35%
above the CP and allows a discount of10% . Find his profit or loss percent?

21.5% profit
21.5% loss
15.5% profit
15.5% loss​

Answers

Answered by MSMAHI07
0

According to the given problem,

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.From (i) & (iii) we get following relations,

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.From (i) & (iii) we get following relations,M = (1 + 35/100)*C …… (1a)

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.From (i) & (iii) we get following relations,M = (1 + 35/100)*C …… (1a)S = (1 - 10/100)*M …… (1b)

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.From (i) & (iii) we get following relations,M = (1 + 35/100)*C …… (1a)S = (1 - 10/100)*M …… (1b)From (1a) & (1b) we get,

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.From (i) & (iii) we get following relations,M = (1 + 35/100)*C …… (1a)S = (1 - 10/100)*M …… (1b)From (1a) & (1b) we get,S = (1 - 10/100)*(1 + 35/100)*C

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.From (i) & (iii) we get following relations,M = (1 + 35/100)*C …… (1a)S = (1 - 10/100)*M …… (1b)From (1a) & (1b) we get,S = (1 - 10/100)*(1 + 35/100)*Cor S = 0.90*1.35*C = 1.215*C

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.From (i) & (iii) we get following relations,M = (1 + 35/100)*C …… (1a)S = (1 - 10/100)*M …… (1b)From (1a) & (1b) we get,S = (1 - 10/100)*(1 + 35/100)*Cor S = 0.90*1.35*C = 1.215*Cor S = (1 + 21.5/100)*C …… (1c)

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.From (i) & (iii) we get following relations,M = (1 + 35/100)*C …… (1a)S = (1 - 10/100)*M …… (1b)From (1a) & (1b) we get,S = (1 - 10/100)*(1 + 35/100)*Cor S = 0.90*1.35*C = 1.215*Cor S = (1 + 21.5/100)*C …… (1c)Therefore from (ii) & (1c) it is evident that,

According to the given problem,(i) A shopkeeper marks his goods at 35% above the cost price and allows a discount of 10%.(ii) Let PP denotes his profit percentage.(iii) Let C, M & S denote respectively the cost-price, marked-price & the sell-price of the goods.From (i) & (iii) we get following relations,M = (1 + 35/100)*C …… (1a)S = (1 - 10/100)*M …… (1b)From (1a) & (1b) we get,S = (1 - 10/100)*(1 + 35/100)*Cor S = 0.90*1.35*C = 1.215*Cor S = (1 + 21.5/100)*C …… (1c)Therefore from (ii) & (1c) it is evident that,PP = 21.5% [Ans]

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