Hello Aspirants.

Welcome to Online Quantitative Aptitude section in AffairsCloud.com. Here we are creating question sample in **Profit and loss**, which is common for all the competitive exams. We have included Some questions that are repeatedly asked in exams!!!

**A retailer sold 12 notes at a profit of 20% and 8 notes at a profit of 10%. If he had sold all the 20 notes at a profit of 15%, then his profit would have been reduced by Rs.36. What is the cost price of each note?**

A.Rs.160

B.Rs.190

C.Rs.120

D.Rs.180

E.None of theseAnswer –**D.Rs.180**

**Explanation :**

Cost Price = x

Total Profit = 12x * 20/100 + 8x * 10/100 = 32x/100 = 3.2x —(i)

Total Profit = 20x * 15/100 — (ii)

3.2x – 3x = 36

0.2x = 36

x = 180**The profit Percentage on 3 bikes are 15%, 35% and 10% and the ratio of CP is 5:3:1. Also the ratio of the Bike sold of P, Q and R is 2:3:5. Then the overall approximate Profit Percentage is?**

A. 19%

B. 20%

C. 16%

D. 21%

E. None of theseAnswer –**D. 21%**

Explanation:

5x * 2y + 3x * 3y + x * 5y = 24xy

Total Profit = (5x*2y*15/100)+(3x*3y*35/100)+(x*5y*10/100)

= 515xy/100

= 5.15xy

Overall Profit Percentage = 5.15xy * 100/24xy = 21.46%**When a shopkeeper reduces the selling price of an article from 1180 to 1126 his loss increases by 5% . What is the cost price of article?**

A. 1050

B. 1060

C. 1070

D. 1080

E. None of theseAnswer –**D. 1080**

**Explanation :**

5% of CP = 1180 – 1126

CP = 54 * 100 / 5 = 1080**A and B, there are two companies, selling the packs of cold-drinks. For the same selling price A gives two successive discounts of 10% and 25%. While B sells it by giving two successive discounts of 15% and 20%. What is the ratio of their marked price?**

A. 143 : 144

B. 19 : 11

C. 136 : 135

D. 73 : 77

E. None of theseAnswer –**C. 136 : 135**

**Explanation :**

A = 90/100*75/100

= .675

B = 85/100*80/100

= .68

680:675

136:135**A reputed company sells a wrist watch to a wholesaler making a profit of 10%. The wholesaler, in turn, sells it to the retailer making a profit of 10%. A customer purchases it by paying Rs. 990. Thus the profit of retailer is 2(3/11)% What is the cost incurred by the the company to produce it?**

A. 700

B. 600

C. 800

D. 900

E. None of theseAnswer –**C. 800**

**Explanation :**

x*110/100*110/100*(100 + 25/11)/100 = 990

x = 800**A and B both are dealers of Honda Motorcycles. The price of an used Honda Motorcycle is Rs.28,000. A gives a discount of 10% on whole, while B gives a discount of 12% on the first Rs. 20,000 and 8% on the rest Rs. 8000. What is the difference between their selling prices?**

A. Rs.240

B. Rs.420

C. Rs.640

D. Rs.740

E. None of theseAnswer –**A. Rs.240**

**Explanation :**

Discount offer by A = 10 % of 28000 = 2800

Total Discount offer by B = 12% of 20,000 + 8% of 8000 = 3040

Required difference = 3040 – 2800 = 240**The profit percentage of P and Q is same on selling the articles at Rs. 1800 each but A calculates his profit on the selling price while Q calculates it correctly on the cost price which is equal to 20%. What is the difference in their profits?**

A. 40

B. 50

C. 60

D. 70

E. None of theseAnswer –**C. 60**

**Explanation :**

Explanation:

Profit(Calculated on SP) = 20% of 1800 = 360

Profit(calculated on CP)

x + x/5 = 1800

x = 1500

Profit = 300

Difference = 360 – 300 = 60**A person sold a pen at Rs. 96 in such a way that his percentage profit is same as the cost price of the watch. If he sells it at twice the percentage profit of its previous percentage profit then new selling price will be?**

A. Rs.132

B. Rs.150

C. Rs.192

D. Rs.180

E. None of theseAnswer –**A. Rs.132**

**Explanation :**

CP = x

Profit Percentage = x%

SP = x(100 + x)/100

x(100 + x)/100 = 96

x = 60

Profit Percentage = 60%

New SP = 60 * 220 / 100 = 132**A trader mixes 25% of solution A to his Solution B and then he sells the whole mixture at the price of Solution B. If the cost price of Solution A be 50% of the cost price of Solution B, what is the net profit percentage?**

A. 100/3%

B. 200/7%

C. 100/9%

D. 200/3%

E. None of theseAnswer –**C. 100/9%**

**Explanation :**

Quantity of Solution B = 100 litre

Quantity of Solution A = 25 litre

CP of 1 litre Solution B = Rs.10

CP of 1 litre Solution A = Rs.5

CP = 100 * 10 + 25 * 5 = 1125

SP = (100 + 25)*10 = 1250

Profit = 1250 – 1125 = 125

% = 125 * 100 / 1125 = 100/9%**A scientist mixes 10% water in his solution but he is not content with it so he again mixes 10% more water in the previous mixture. What is the profit percentage of the scientist if he sells it at cost price:**

A. 15%

B. 21%

C. 18%

D. 16%

E. None of theseAnswer –**B. 21%**

**Explanation :**

Let Initial Quantity of Solution = 100 litre

After mixing 10% water, Quantity of the mixture = 110 * 110 / 100 = 121 litre

CP of One litre of Solution = Rs.1

Total CP = Rs.100

Total SP = Rs.121

Profit = 121 – 100 = 21

Profit % = 21 * 100/100 = 21%

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