# IBPS Clerk 2019 | Profit And Loss | Maths | 02

1. Raj purchases oranges at Rs. 20 per dozen and sels them at Rs. 10 for every 5 oranges. What is the profit percentage? (numerical value)

[a] 25% of 100 20% of 50

[b] 16(2/3)% of 300 - 14(2/7)% of 210

[c] 30% of 210 - 40% of 120

[d] 50% of 150 - 25% of 120

[e] None of these

2. On selling 18 books a shopkeeper earns a profit equal to the cost price of 3 books. What will be his profit percent?

[a] 10% of 432 - 20% of 121

[b] 20% of 750 - 35% of 200

[c] 16(2/3)% of 600 - 33(1/3)% of 250

[d] 14(2/3)% of 560 - 12.5% of 240

[e] None of these

3. If profit earned by a shopkeeper is equal to the selling price of 4 articles while selling 12 articles, then find his profit percent.

[a] 75% of 200 - 33(1/3)% of 300

[b] 26% of 1300 256

[c] 20% of 300 - 10% of 500

[d] 25% of 120 - 30% of 90

[e] None of these

4. On selling 9 chocolates for Rs. 100 a shopkeeper gets a loss of 20%. How many chocolates he should sell for Rs. 100 to earn a profit of 20%?

[a] 45 + 68 - 72

[b] 32 + 61 - 45

[c] 64 + 32 - 18 x 5

[d] 36 - 85 + 92

[e] None of these

5. On selling 15 articles for Rs. 50 a shopkeeper earns a profit of 20%. How many articles he had sold for Rs. 50 if he gets a loss of 25%.

[a] 25^2 - 24x25

[b] 22^2 - 23x20

[c] 27x23 - 45x630

[d] CND

[e] None of these

6. A sells a phone to B at a loss of 20% who sells it to C at a profit of 25%. After finding some defect C return it back to B but could only recover Rs. 4.50 for every Rs. 5 he had paid. Find the amount of C's loss if A has paid Rs. 87500 for the phone?

[a] Rs. 8750

[b] Rs. 8570

[c] Rs. 8650

[d] Rs. 9620

[e] None of these

7. The selling price of an article A is Rs. 1120. The cost price of another article B is 20% more than the cost price of article A. If the profit % on article A and Article B is 40% and 35% respectively, then find the selling price of article B?

[a] Rs. 1296

[b] Rs. 1269

[c] Rs. 1280

[d] Rs. 1330

[e] None of these

8. The profit percent on three articles A,B and C are 10%, 20% and 25% and the ratio of the cost price is 1:2:3. Also the ratio of the number of articles sold of A, B and C is 2:5:2, then the overall profit percentage is:

[a] 16%

[b] 18.5%

[c] 21%

[d] 25%

[e] None of these

9. The ratio of number of books and number of pens sold by a shopkeeper is 5:3 respectively. If the price of 6 pens is Rs. 270 and the price of a book is 60% more than the price of a pen. If the total revenue earned by the shopkeeper is Rs. 2475 find the number of books sold by shopkeeper.

[a] 23

[b] 25

[c] 24

[d] 28

[e] 22

10. Two shopkeepers earns 25% and 20% of profit on selling the same watch but the first shopkeeper calculates his profit percent on selling price whereas the second did it on cost price. Find the ratio between the selling price of both the shopkeeper.

[a] 10 : 9

[b] 9 : 10

[c] 9 : 8

[d] 8 : 9

[a] 25% of 100 20% of 50

[b] 16(2/3)% of 300 - 14(2/7)% of 210

[c] 30% of 210 - 40% of 120

[d] 50% of 150 - 25% of 120

[e] None of these

2. On selling 18 books a shopkeeper earns a profit equal to the cost price of 3 books. What will be his profit percent?

[a] 10% of 432 - 20% of 121

[b] 20% of 750 - 35% of 200

[c] 16(2/3)% of 600 - 33(1/3)% of 250

[d] 14(2/3)% of 560 - 12.5% of 240

[e] None of these

3. If profit earned by a shopkeeper is equal to the selling price of 4 articles while selling 12 articles, then find his profit percent.

[a] 75% of 200 - 33(1/3)% of 300

[b] 26% of 1300 256

[c] 20% of 300 - 10% of 500

[d] 25% of 120 - 30% of 90

[e] None of these

4. On selling 9 chocolates for Rs. 100 a shopkeeper gets a loss of 20%. How many chocolates he should sell for Rs. 100 to earn a profit of 20%?

[a] 45 + 68 - 72

[b] 32 + 61 - 45

[c] 64 + 32 - 18 x 5

[d] 36 - 85 + 92

[e] None of these

5. On selling 15 articles for Rs. 50 a shopkeeper earns a profit of 20%. How many articles he had sold for Rs. 50 if he gets a loss of 25%.

[a] 25^2 - 24x25

[b] 22^2 - 23x20

[c] 27x23 - 45x630

[d] CND

[e] None of these

6. A sells a phone to B at a loss of 20% who sells it to C at a profit of 25%. After finding some defect C return it back to B but could only recover Rs. 4.50 for every Rs. 5 he had paid. Find the amount of C's loss if A has paid Rs. 87500 for the phone?

[a] Rs. 8750

[b] Rs. 8570

[c] Rs. 8650

[d] Rs. 9620

[e] None of these

7. The selling price of an article A is Rs. 1120. The cost price of another article B is 20% more than the cost price of article A. If the profit % on article A and Article B is 40% and 35% respectively, then find the selling price of article B?

[a] Rs. 1296

[b] Rs. 1269

[c] Rs. 1280

[d] Rs. 1330

[e] None of these

8. The profit percent on three articles A,B and C are 10%, 20% and 25% and the ratio of the cost price is 1:2:3. Also the ratio of the number of articles sold of A, B and C is 2:5:2, then the overall profit percentage is:

[a] 16%

[b] 18.5%

[c] 21%

[d] 25%

[e] None of these

9. The ratio of number of books and number of pens sold by a shopkeeper is 5:3 respectively. If the price of 6 pens is Rs. 270 and the price of a book is 60% more than the price of a pen. If the total revenue earned by the shopkeeper is Rs. 2475 find the number of books sold by shopkeeper.

[a] 23

[b] 25

[c] 24

[d] 28

[e] 22

10. Two shopkeepers earns 25% and 20% of profit on selling the same watch but the first shopkeeper calculates his profit percent on selling price whereas the second did it on cost price. Find the ratio between the selling price of both the shopkeeper.

[a] 10 : 9

[b] 9 : 10

[c] 9 : 8

[d] 8 : 9

IBPS Clerk 2019 | Profit And Loss | Maths | 02
Reviewed by Santhosh Nair
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