Quant Quiz - Banking Routing 2015

1.  5 persons are chosen at random from a group of 4 men, 3 women and 5 children. The probability that exactly 3 of them are children is
1) 36/48  
2) 35/132 
3) 34/139 
4) 35/221 
5) 37/135 

Read more »

Quant Quiz

1. A student goes to school at a speed of 6 kmph and returns home at a speed of 4.5 kmph. If he takes 10.5 hours in all, then how far is the school from his home?

1) 18 km 

2) 21 km 

3) 24 km 

4) 27 km 

5) 36 km

2. In how many different ways can the letters of the word LIGHT be rearranged?

1) 36 

2) 120 

3) 35 

4) 119 

5) None of these

3. When 134 is substracted from a number it is reduced to 7/9  of its value. What is the number?

1) 621 

2) 603 

3) 585 

4) 567 

5) 549

4. If the length of a rectangle is increased by 24% and its breadth is decreased by 10%, then by what per cent will the area of the rectangle be increased/decreased?

1) 9.8% 

2) 11.6% 

3) 12.4% 

4) 14% 

5) 16%

5. A brick measures 25 cm by 15 cm by 5 cm. How many bricks will be required to make 40m long, 1.5m high and 1m thick wall?

1) 32000 

2) 36000 

3) 40000

4) 42000 

5) 48000

6. How many spheres of diameter 2 cm can be made by melting a metallic cylinder whose height is 35 cm and radius 8 cm?

1) 1248 

2) 1420 

3) 1680 

4) 1792 

5) 1812

7. In the following number series, one number is wrong. Find out that number.

14, 15, 34, 116, 460, 2325

1) 15 

2) 34 

3) 116 

4) 460 

5) 2325

8. The average age of six students of a class was 17.5 years. When one student left the class the average age became 16 years. What is the age of the student who left the class?

1) 15 years 

2) 20 years 

3) 24 years

4) 25 years 

5) None of these

9. ` 41517 is to be distributed amongst A, B and C in the ratio of 3 : 7 : 11. What is the share of B?

1) ` 5931 

2) ` 9885 

3) ` 13839

4) ` 17793 

5) None of these

10. A dealer sold a DVD player at a loss of 7%. Had he sold it for ` 234 more, he would have gained 11%. For what value should he sell it in order to gain 16%?

1) ` 1484 

2) ` 1508 

3) ` 1248

4) ` 1300 

5) ` 1624

You Might Also Like:-

Quant Quiz 8

Quant Quiz 7

Quant Quiz 6

Quant Quiz 5

Quant Quiz 4

Quant Quiz 3

Quant Quiz 2

Quant Quiz 1

Read more »

Quiz On Data interpretation for SBI PO Mains 2015

Directions (Q. 1-5): Study the given bar graph and pie chart to answer the following questions.

The bar graph shows the production (in thousand tonnes) of Wheat, Rice and Maize in different states. 

1. The productivity of which state is the maximum?

1) Bihar 

2) Haryana 

3) Punjab

4) UP 

5) MP

2. The production of which state is the maximum?

1) Bihar 

2) MP 

3) Haryana

4) UP 

5) Punjab

3. The production of Wheat in Punjab is what per cent more than the production of Maize in Odisha?

1) 350% 

2) 250% 

3) 300% 

4) 200% 

5) 400%

4. What is the ratio of the production of Rice in Bihar to the production of Wheat in Haryana?

1) 2 : 3 

2) 3 : 2 

3) 2 : 1 

4) 1 : 1 

5) 1 : 2

5. If MP exports 40% of Rice at the rate of `30 per kg and UP exports 30% of Rice at the rate of `32 per kg, then what is the ratio of the incomes from the exports?

1) 65 : 48 

2) 31 : 42 

3) 43 : 54 

4) 57 : 62 

5) 1 : 2

Directions (Q. 6-10): Study the bar chart carefully to answer the questions given below:

The number of factories of various industries in India and Pakistan

6. If the ratio of production of Steel in India to that in Pakistan is 5 : 3 and the production of Steel in India is 1000 tonnes, what is the ratio of the productivity (production/no. of factories) of Steel in India to that of Pakistan?

1) 5 : 4 

2) 4 : 3 

3) 3 : 2 

4) 2 : 1 

5) 1 : 9

7. What is the difference between the total number of factories in India and that in Pakistan?

1) 250 

2) 150 

3) 50 

4) 5 

5) 100

8. The number of Cotton factories in Pakistan is what per cent of the total number of Cement factories in India?

1) 53.5% 

2) 59.9% 

3) 57.14% 

4) 50% 

5) 48.7%

9. If Pakistan and India export 40% and 30% respectively of their production of Fertilizer, then what is the difference between the amounts of Fertilizer they used for themselves? (The production of Pakistan is 50 tonnes per factory and that of India is 60 tonnes per factory)

1) 15 tonnes 

2) 0 tonne 

3) 35 tonnes

4) 32 tonnes 

5) 11 tonnes

10. If the production of Cement in India is 24500 tonnes and that in Pakistan is 14500 tonnes, then what is the difference between their productivity (production/ number of factories)?

1) 4.3 tonnes 

2) 6 tonnes 

3) 5.714 tonnes

4) 8.2 tonnes 

5) 7.9 tonnes

Answer:-

1. (2);Productivity = Total production/Area of agricultural land Productivity of Haryana
= (25+35+30)x1000/ [2x (8/100)] = 90000/16000
= 5.625 tonnes per sq km
  Productivity of Haryana is the maximum.

2. (5); Production of Punjab is maximum = 105000 tonnes

3. (3); Production of Wheat in Punjab = 40000 tonnes

4. (4); The ratio of production of Rice in Bihar  to the production of Wheat in Haryana 
= 25000 tonnes : 25000 tonnes = 1 : 1

5. (1); Income of MP from export of 40% of Rice at the rate of `30 per kg
= 32500 x (40/100)x 30  = `39 crore
Income of UP from export of 30% of Rice at the rate of `32 per kg
= 30000 x (30/100) x 32 = `28.8 crore
Reqd ratio = 39 : 28.8 = 390 : 288 = 65 : 48


6. (1); Production of Steel in India = 1000 tonnes
Productivity of Steel in India =  1000/ 8000 
= 1.25 tonnes per factory
Production of Steel in Pakistan = 1000 x (3/5) 
= 600 tonnes
Productivity of Steel in Pakistan = 600/600
= 1 tonnes per factory
Reqd ratio = 1.25 : 1 = 125 : 100 = 5 : 4

7. (5); Total factories in India = 300 + 500 + 500 + 700 + 800 = 2800
Total factories in Pakistan = 500 + 400 + 700 + 500 + 600 = 2700
  Reqd difference = 2800 – 2700 = 100

8. (3); Total number of Cotton factories in Pakistan = 400
Total number of Cement factories in India = 700
  Reqd % = (400/700) x 100 = 57.14% of the number of Cement factories in India.

9. (2); Production of fertilizer in Pakistan = 50 × 700 = 35000 tonnes
Export of Pakistan is 40% of its production. Then, the Fertilizer used by Pakistan itself
= 35000 (60/100) = 21000 tonnes.
Production of Fertilizer in India = 60 × 500 = 30000 tonnes 
India exports 30% of its production. So, Fertilizer used by India itself
= 30000 × (70/100)  = 21000 tonnes
  Reqd difference = 21000 – 21000 = 0 tonne

10. (2); Productivity of Cement = Production per factory
Productivity of Cement in India =  35 tonnes
Productivity of Cement in Pakistan 
= (14500/500) = 29 tonnes

  Reqd difference = 35 – 29 = 6 tonnes

You might also like.

Data Interpretation Quiz Set 1

Quiz On Data interpretation

Quant Quiz On Data Interpretation(DI)

Read more »

Quant Quiz For SBI Primarily Exam 2015

Directions (Q. 1-10): What should come in place of question mark (?) in the following questions?

1. 748 ÷ 17 = ? % of 110

1) 25

2) 40

3) 50

4) 75

5) None of these

2. (8)^0.75 x  (4096)^0.25  ÷ (64)^–1  = (8)^?

1) 2.25

2) 3.0

3) 3.25

4) 3.50

5) 3.75

3. 98643 – 21748 = 51212 + ?

1) 24383

2) 24713

3) 25683

4) 25973

5) 26243

4. 3√ 17.576   x 15 = ?

1) 36

2) 39

3) 42

4) 45

5) 48

5. 40% of 60% of 3/5  of 2750 = ?

1) 372 

2) 384 

3) 396 

4) 412 

5) 424

6. 134.27 – 48.76 + 519.08 – 178.60 = ?

1) 421.49 

2) 425.99 

3) 427.89 

4) 431.19 

5) 437.49

7. (36% of 180) ÷ 0.4 = ?

1) 160 

2) 162 

3) 164 

4) 172 

5) 180

8. 44544 ÷ 348 = ?

1) 122 

2) 124 

3) 126 

4) 128 

5) 132

9. (1107 ÷ 27) × 3.5 = ?

1) 141.5 

2) 143.5 

3) 145.5 

4) 147.5 

5) 149.5

10. 12% of 15% of 40% of 27500 = ?

1) 192 

2) 194 

3) 196 

4) 198 

5) 204

1. (2); (? x 110) /100  = 748 ÷ 17 = 44
              or, ? = 440/11 =  40

2. (5); 8^?  = (8)^0.75 × (8^4)^0.25  ÷ (8^2)^–1
       or, 8^?  = (8)^0.75  × (8)^1.0 ÷ (8)^–2
                   = (8)^0.75 + 1 + 2  = (8)^3.75
                ? = 3.75

3. (3); ? = 98643 – 21748 – 51212 = 25683

4. (2); ? =  3√ 17.576   x 15 = 2.6 x 15 = 39

5. (3); ? = 40/100 x 60/100 x 3/5 x 2750  = 396

6. (2); ? = 134.27 – 48.76 + 519.08 – 178.60 = 425.99

7. (2); ? = (180 × 0.36) ÷ 0.4 = 64.8 ÷ 0.4 = 162

8. (4); ? = 44544/348 = 128

9. (2); ? = (1107 ÷ 27) × 3.5 = 41 × 3.5 = 143.5

10. (4); ? = 27500 × 0.12 × 0.15 × 0.4 = 198

Quant Quiz 8

Quant Quiz 7

Quant Quiz 6

Quant Quiz 5

Quant Quiz 4

Quant Quiz 3

Quant Quiz 2

Quant Quiz 1

Read more »

Data Interpretation For SBI Mains : Pie-charts & Graph

Directions (Q. 1-5): Study the following pie-charts to answer the following questions:

The pie-charts show the expenditure of two companies A and B, which are `50 lakh and `60 lakh respectively.

1. If the incomes of Company A and B are in the ratio of 4 : 5 and the income of Company B is 180% of its expenditure, then what is the difference between the income of Company B and the income of Company A?

1) `2200000 

2) `1900000 

3) `2160000

4) `1850000 

5) `2250000

2. If the number of employees in Company A is a hundred then what is the average salary of the employees in Company A?

1) `14000 

2) `16000 

3) `13000

4) `15000 

5) `15500

3. What is the ratio of tax paid by Company A to that by Company B?

1) 35 : 18 

2) 34 : 37 

3) 42 : 41 

4) 31 : 27 

5) 27 : 25

4. What is the difference between the expenditure on employees of Company B and that of Company A?

1) `4300000 

2) `640000 

3) `5900000

4) `8700000 

5) `7800000

5. The expenditure on Machine and Electricity of Company B is what per cent more than that on the same item of Company A?

1) 67% 

2) 84% 

3) 75%

4) 77% 

5) 80%

Directions (Q. 6-10): Study the following graph and pie-chart carefully to answer the given questions. 

Number of volcano eruptions in various countries in different years.

6. What is the ratio of the number of volcanic eruptions in the year 2009 to that in 2011?

1) 31 : 47 

2) 23 : 31 

3) 17 : 23

4) 47 : 43 

5) 43 : 39

7. The total number of volcanic eruptions in Japan during the given four years is what per cent of the total number of volcanoes in Japan?

1) 139.5% 

2) 137.78% 

3) 132.91%

4) 123.52% 

5) 104.2%

8. What is the difference between the number of volcanoes in Indonesia and the number of volcanoes in Morocco?

1) 120 

2) 100 

3) 150 

4) 80 5) 170

9. The total number of volcanic eruptions in Chile is what per cent of the total number of volcanic eruptions in USA during the given four years?

1) 109.5% 

2) 95.51% 

3) 80.42% 

4) 115.38% 

5) 125.78%

10. What is the ratio of the total volcanoes in New Zealand to the number of volcanic eruptions in New Zealand during the given four years?

1) 5 : 3 

2) 7 : 5 

3) 2 : 5 

4) 3 : 4 

5) 4 : 7

Answer:-
1. (3); Expenditure of Company B = 60 lakh
Income of Company B =  60 x (180%/100) = 108 lakh
Income of Company A
 5 = 108 lakh
 1 = 2160000
 4 = 8640000
So Income of Company A = 8640000
Reqd difference = 1080000 – 8640000 = ` 2160000

2. (1); Total expenditure on the employees of Company A
= 5000000 x (28/100)  = `1400000
Average salary of the employees = 1400000 /100 = 14000

3.(1); Tax paid by Company A : Tax paid by Company B
        =   5000000 x 14     :  6000000 × 6
                    = 700000 : 360000
                        = 35 : 18
4. (2);
Difference =  [(6000000 x 34) – (5000000 x 28)] / 100
             = `640000

5. (5); Expenditure on Machine and Electricity of Company B
= 6000000 × 18/100
= `1080000
= 10.8 lakh
Expenditure on Machine and Electricity of Company A
= 5000000 x 12 /100 = `600000 = 6 lakh
  Reqd % = {(1080000 – 600000)/600000} x 100%
    = 80%

6. (3); Total no. of volcanic eruptions in the year 2009
= 20 + 60 + 20 + 60 + 60 + 120
= 340
Total no. of volcanic eruptions in the year 2011
= 100 + 120 + 120 + 20 + 40 + 60
= 460
Reqd ratio = 340 : 460 = 17 : 23

7. (4); Total no. of volcanic eruptions in Japan during the given four years
= 60 + 100 + 120 + 140
= 420
Total number of volcanoes in Japan = (1000 X 34) / 100 = 340
Reqd % =  (420/340) X 100
 = 123.52%

8. (2); Difference between the number of Volcanoes in Indonesia and the number of Volcanoes in Morocco
Short Trick
= {1000 (20 - 10)}/100 = 100

9. (4); Total no. of volcanic eruptions in Chile
= 40 + 60 + 80 + 120
= 300
Total no. of volcanic eruptions in the USA
= 20 + 60 + 80 + 100
= 260
 Reqd % = (300/360) X 100
        = 115.38%
Hence, volcani c eruptions in Chi le is
115.38% of the total no. of vol canic
eruptions in the USA.

10. (3); Total Volcanoes in New Zealand
= (1000 X 12)/100
= 120
Total  no. of volcanic er upt ions i n New Zealand
= 40 + 60 + 80 + 120 = 300
Reqd ratio = 120 : 300 = 2 : 5

Read more »

Maths Quiz On Time And Work

Q. 1. Six men or tern boys can do a piece of work in fifteen days. How long would it take for 12 men and 5 boys to do the same piece of work?
(a) 6 days
(b) 28 days
(c) 25 days
(d) 7 days
(e) None of these


Q. 2. If 4 workers can make 42 toys in 6 days, how many toys can 12 workers make in 3 days?
(a) 63
(b) 28
(c) 252
(d) 7
(e) None of these

Q. 3. 10 men can complete a piece of work in 15 days and 15 women can complete the same work in 12 days. If all the 10 men and 15 women work together, in how many days will work get completed?
(a) 6
(b) 7 2/3
(c) 6 2/3
(d) 6 1/3
(e) None of these

Q. 4. Three men, four women and six children can complete a work in 7 days . A woman does double the work a man does and a child does half the work a man does. How many women can complete this work in 7 days?
(a) 8
(b) 7
(c) 12
(d) 10
(e) None of these

Q. 5. A sum of money is sufficient to pay P’s wages for 25 days or Q’s wages for 30 days. The money is sufficient to pay the wages of both for
(a) 13 5/11 days
(b) 13 days
(c) 13 6/11 days
(d) 13 7/11 days
(e) None of these

Q. 6. A certain number of men complete a piece of work in 50 days. If there were 8 men more the work could be finished in 10 days less. How many men were originally there?
(a) 40
(b) 50
(c) 32
(d) 25
(e) None of these

Q. 7. A and B together finish a work in 30 days they worked for it for 20 days and then B left. The remaining work was done by A alone in 20 more days. B alone can finish the work in
(a) 48 days
(b) 50 days
(c) 54 days
(d) 60 days
(e) none of these

Q. 8. A can complete a job in 9 days, B in 10 days and C in 15 days. B and C start the work together and are forced to leave after 2 days. The time taken to complete the remaining work is
(a) 13 days
(b) 10 days
(c) 9 days
(d) 6 days
(e) None of these

Q. 9. If 40 men working 9 hours a day can finish a work in 21 days, in how many days will 27 men working 10 hours a day do the same work?
(a) 20 days
(b) 28 days
(c) 29 days
(d) 25 days
(e) None of these


Q. 10. 8 children and 12 men complete a certain piece of work in 9 days. Each child takes twice the time taken by a man to finish the work. In how many days will 12 men finish the same work?
(a) 8
(b) 15
(c) 9
(d) 12
(e) None o f these

Answer:-
1. (a) 6 days
Explanation:
6 men = 10 boys
Then, 1 boy = 6/10 men = 3/5 men
Then, 5 boys = 3/5 × 5 = 3 men
12 men + 5 boys = 15 men
1 work done = 6 men × 15 days
Therefore, 6 × 15 = 15 × ? days
? days = 6 × 15/15 = 6 days. Ans.

2. (a) 63

Explanation:
4 workers in 3 days make 21 toys,
Then, 1 worker can make 21/4 toys in 3 days
Therefore, No. of toys made by 12 workers in 3 days = 21/4 × 12 = 63 toys. Ans.

3. (c) 6 2/3
Explanation:
If A can complete a work in x days and B can complete the same work in y days, then, both of them together can complete the work in x y/ x+ y days.
Here, men’s working days can be taken as A and that of women as B
Then, 15 × 12/27 = 6 2/3 days.Ans.

4. ( b) 7

Explanation:
3 men = 3/2 women
1 child = 1/2/2 = ¼ woman
Then, 6 children = ¼ × 6 = 6/4 = 3/2 women
Then, 3/2 women + 4 women + 3/2 women = 7 women
7 women does the work in 7 days.
Therefore, the No. of women required to finish the work in 7days = 7. Ans

5. (d) 13 7/11
Explanation:
If A can complete a work in x days and B can complete the same work in y days, then, both of them together can complete the work in x y/ x+ y days.
Here, wages can be taken as days,
Then, 25 ×30/ 55 = 13 7/11 days. Ans.

6. (c) 32
Explanation:
Let the original No. of men = x
Then, I work done = 50x
Then, 50x = (x + 8) 40
50x = 40x + 320
10 x = 320
x = 320/10 = 32 men. Ans.

7. (d) 60 days
Explanation:
(A + B)’s 1 days work = 1/30
A+B ‘s 20 days work = 1/30 × 20 = 2/3
Remaining work = 1 -2/3 = 1/3
1/3 of the work is done by A in 20 days
Therefore, A can complete the full work in 3 × 20 = 60 days
So, A’s 1 day’s work = 1/60
Then, B’s 1 day work = 1/30 – 1/60 = 1/60
Therefore, B can complete the work in 60 days. Ans.

8. (d) 6 days
Explanation:
A’s 1 day work = 1/9
B’s 1 day work = 1/10
C’s 1 day work = 1/15
B + C ‘ s 1 day work = 1/10 + 1/15 = 1/6
B + C’s 2 day’s work = 1/6 × 2 = 1/3
The work remaining = 1 – 1/3 = 2/3
A can do the full work in 9 days.
So, the remaining 2/3 of the work is done by A in 2/3 × 9 days = 6 days. Ans.

9. (b) 28 days
Explanation:
That is, 1 work done = 40 × 9 × 21
Then, 40 × 9 × 21 = 27 × 10 × ? days
Therefore, ? days = 40× 9 × 21 /27 × 10 = 28 days. Ans.

10. (d) 12
Explanation:
8 children = 4men
Then, 4 + 12 = 16 men completes the job in 9 days
Then, 16 × 9 = 12 × ? days
? days = 16 × 9/12 = 12 days. Ans.

Read more »

Math Quiz : IBPS Exam

Directions (Q. 1-5): Study the table and answer the given questions:

Data related to human resource of a multinational company (X) which has 145 offices across 8 countries 113.

1. If the number of male postgraduate employees in Country H is 1800, what per cent of the female employees in that particular country are postgraduate?

1) 76

2) 74

3) 72

4) 64

5) 68

2. In which of the given countries is the percentage of women employees with respect to the total number of employees (both males and females) in that country the second lowest?

1) G

2) B

3) E

4) H

5) D

3. What is the ratio of the total number of male employees in countries B and H together to the total number of female employees in countries C and D together?

1) 63 : 52

2) 51 : 38

3) 77 : 64

4) 69 : 44

5) 57 : 40

4. What is the difference between the average number of postgraduate employees in countries A, B and D together and the average number of postgraduate employees in countries F, G and H?

1) 282

2) 276

3) 316

4) 342

5) 294

5. Which of the given countries has the highest number of average employees per office?

1) F

2) H

3) B

4) C

5) D

Directions (Q. 6-11): Study the following graph carefully to answer the given questions.

Number of students playing Carrom, Cricket and Hockey from different schools

6. The total number of students playing Carrom and Hockey together from school P is what per cent of the total no. of students playing these two games together from school R?

1) 68

3

16

           

2) 62 

3

13

3) 69 

3

13

4) 63 

3

13

5) 62 

3

16

7. If the no. of students playing each game in school S is increased by 15% and the no. of students playing each game in school Q is decreased by 5%, what will be the difference between the no. of students in school S and Q?

1) 54 

2) 218 

3) 356 

4) 224 

5) 205

8. If out of the students playing Cricket from schools Q, S and T, 40%, 35% and 45% respectively got selected for State level competition, what is the total no. of students who got selected for State level competition from these three schools together?

1) 346 

2) 241 

3) 292 

4) 284 

5) 268

9. The total number of students playing Hockey from all schools together is approximately what per cent of the total number of students playing Cricket from all schools together?

1) 84 

2) 74 

3) 72 

4) 79 

5) 70

10. From school P, out of the students playing Carrom, 40% got selected for State level competition, out of which 25% further got selected for National level competition. From school T, out of the students playing Carrom, 45% got selected for State level competition, out of which two-thirds further got selected for National level competition. What is the total no. of students playing Carrom from these two schools who got selected for National level competition?

1) 106 

2) 98 

3) 112 

4) 108 

5) 96

Read more »

Quant Quiz On Data Interpretation(DI)

Directions (Q. 1-6): Study the following graph carefully to answer the given questions.

Strength of seven technology institutes with specialisation in IT, Electronics and Mechanical in 2012.

1. If the no. of students with Mechanical specialisation in each institute increased by 20% and the no. of students with Electronics specialisation in each institute decreased by 15% from 2012 to 2013, the total no. of students with Mechanical from all the institutes in 2013 is approximately what per cent of the total no. of students with Electronics specialisation from all the institutes in 2013?

1) 122 

2) 116 

3) 162 

4) 132 

5) 178

2. What is the ratio of the total no. of students in institute R to that in V?

1) 39 : 43 

2) 39 : 44 

3) 37 : 44 

4) 39 : 45 

5) 38 : 43

3. What is the difference between the total no. of students with IT specialisation from all the  institutes together and the total no. of students with Mechanical specialisation from all the institutes together?

1) 260 

2) 240 

3) 280 

4) 220 

5) 250

4. If the no. of students in institutes P, Q and R with IT specialisation increased by 15%, 22% and 10% respectively from 2012 to 2013, what was the total no. of students with IT specialisation in the three institutes together in 2013?

1) 1028 

2) 1056 

3) 1043 

4) 1142 

5) 1145

5. If out of the total no. of students for all three specialisations together in Institute Q, the no. of

students having liking for Music, Painting and Cricket are in the ratio of 5 : 6 : 7, then what is the no. of students having liking for Music from this institute?

1) 250 

2) 300 

3) 350 

4) 360 

5) 280

6. In institutes P, T and U the percentage of girls out of total no. of students with Electronics specialisation in the respective institutes is 50%, 55% and 48% respectively, what is the total no. boys in these three institutes with Electronics specialisation?

1) 340 

2) 386 

3) 356 

4) 360 

5) 314

Directions (Q. 7-12): Study the table and answer the given questions:

Advertisement revenues (in ` thousand) generated from Printed Version (PV) and Online Version (OV) of 6 magazines during 6 months

7. Which of the given statements is/are true? 

(A) Total advertisement revenue generated from online version by magazine T in all the given months together is exactly 44% less than the total advertisement revenue generated from printed

version by the same magazine in all the given months together.

(B) The difference between advertisement revenue generated (from both online and printed version)

by all the given magazines in January and advertisement revenue generated (from both Online and Printed version) by all the given magazines in June is `62000.

(C) Only for one magazine the advertisement revenue generated from printed version displayed a

constant increase from the previous month during the given 6-month period.

1) Only (B) and (C) 

2) Only (A) and (B)

3) Only (A) 

4) Only (B)

5) All (A), (B) and (C)

8. Total advertisement revenue generated from online version by Magazine U in all the given months together is by what per cent more than the total advertisement revenue generated from printed version by the same magazine in all the given months together?

1) 25 

2) 27.5 

3) 35 

4) 30 

5) 32.5

9. In case of Magazine R, between which two given months was there approxi mately 15% rise in advertisement revenues generated (from both Printed and Online version together)?

1) January-February 

2) February-March

3) May-June 

4) March-April

5) April-May

10. The ratio of advertisement revenue generated from printed version by Magazine P to advertisement revenue generated from online version by the same magazine in July is the same as the ratio of advertisement revenue generated from printed version by Magazine Q to advertisement revenue generated from online version by the same magazine in March. If the advertisement revenue generated from online version by Magazine P in July was `1,08,000, what was the advertisement revenue generated from the printed version by the same magazine in July?

1) `1,87,000 

2) `1,53,000 

3) `1,36,000

4) `1,70,000 

5) `1,19,000

11. What is the ratio of the total advertisement revenue generated from online version of all the given magazines together  in February to the total advertisement revenue generated from printed version of all the given magazines together in May?

1) 33 : 28 

2) 39 : 28 

3) 27 : 16 

4) 33 : 20 

5) 27 : 22

12. The total advertisement revenue generated from printed version by Magazine P in January and April together is what  per cent  less than the total advertisement revenue generated from online version by magazine S in February and June together?

1) 22 

2) 14 

3) 27 

4) 19 

5) 17

Answer:-

1. (5); 
Total number of students with Mechanical specialisation in 2013  = 2544
Total number of students with Electronics specialisation in 2013 = 1428

Reqd % = (2544 / 1428) * 100 = 178.15 = 178%

2. (2); 
Reqd ratio =  780 / 880 = 39 : 44

3. (4); 
Number of students with IT specialisation = 340 + 300 + 260 + 340 + 180 + 260 + 220 = 1900
Number of students with Mechanical specialisation = 280 + 360 + 200 + 260 + 320 + 320 + 380 = 2120 
Difference = 2120 – 1900 = 220

4. (3); 
Total number of students in Institutes P, Q and R with IT specialisation in 2013
=  340/100 * 115 + 300/100 * 122 + 260/100 *110
=  391 + 366 + 286 = 1043

5. (1); 
Total number of students in Institute Q = 240 + 300 + 360 = 900
The number of students liking music from Institute Q = 900 * 5 / 18 =250

6. (1); 
The number of boys in Institutes P, T and U with Electronic specialisation = 340

7. (4); 
Check options one by one. 
(A) Total revenue generated from Online version by Magazine T = 209 + 217 + 185 +
156 + 139 + 144 = `1050 thousand Total revenue generated form Printed version by Magazine T = 152 + 186 + 116 + 129 + 187 + 154 = `924 thousand Online version revenue is more than Printed version revenue. Thus, (A) is not true.
(B) Total revenue generated by all the given magazines in January = 169 + 163 + 201 +
145 + 136 + 141 + 209 + 168 + 152 + 209 + 131 + 184 = `2008 thousand = `2008000
Total revenue generated by all the given magazines in June = 172 + 141 + 142 + 163
+ 178 + 243 + 211 + 177 + 154 + 144 + 151 + 194 = 2070 ?  Difference = 2070 – 2008 = 62 thousand = `62000. Hence, B is true.
(C) Neither type of magazines shows constant increase in its revenue from previous month.
Hence (C) is not true. Thus, only (B) is true.

8. (3); 

Total revenue generated from Online version by Magazine U = 184 + 190 + 219 + 236 + 111 + 194 = `1134 thousand 

Total revenue generated from Printed version by magazine U = 131 + 98 + 118 + 174 + 168 + 151 = `840 thousand

Reqd % = (1134 - 840) *100 / 840 

9. (4); 
% rise from Jan to Feb (305-277) * 100 / 277 = 10.10%
Similarly, Feb to Mar  (326-305) * 100 / 305 = 6.88%
March to April =  (375-326)* 100 / 326 = 15%
April to May = (405-375)*100 / 375 = 8%
May to June = (421-405) *100 / 405 = 3.9%
Hence the required answer is March to April.

10. (2); 
The ratio of revenue generated by Magazine P in July is same as the ratio of revenue generated by Q in March.
Reqd ratio of Q from printed version to online version in March = 204 : 144 = 17 : 12
Revenue generated by P in July from printed version = 108000*17/12 = 153000

11. (1); 
Reqd ratio = (171 + 139 + 149 + 223 + 217 + 190) : (113 + 128 + 196 + 132 + 187 + 168) = 1089 : 924 = 33 : 28

12. (5); 

Total revenue generated from printed version by Magazine P in January and April = 169 + 163 = 332

Total revenue generated from Online version by magazine S in February and June = 223 + 177 = 400

  Reqd % = (400-332)*100 / 400 = 17%

You might also like.

Data Interpretation Quiz Set 1

Quiz On Data interpretation

Quant Quiz On Data Interpretation(DI)

Read more »