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CAT Night Classes Welcome!

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Page 1: CAT Night Classes

CAT Night Classes

Welcome!

Page 2: CAT Night Classes

LRDI – 02

Page 3: CAT Night Classes

Answer the questions on the basis of the information given below.

Four students, Aang Lee, Brett Lee, Chang Lee and Ding Lee appeared in 3 examseach. There were 50 questions in each exam. Each question, if rightly attempted,

fetched 1 mark but for every wrong attempt, marks were deducted in

exams I, II and III respectively. Unattempted questions don’t carry any marks. Followingcumulative graph shows the number of correct attempts by each student in threeexams. Number of questions attempted wrongly by Chang Lee in each exam rangesfrom 8 to 14.

For questions 1 to 3

1 1 1, and

4 3 2

36

32

28

30

68

62

55

60

96

94

89

84

0 50 100 150

Aang Lee

Brett Lee

Chang Lee

Ding Lee

Number of correct Answers

Exam I

Exam II

Exam III

Page 4: CAT Night Classes

For questions 1 to 3

36

32

28

30

68

62

55

60

96

94

89

84

0 50 100 150

Aang Lee

Brett Lee

Chang Lee

Ding Lee

Number of correct Answers

Exam I

Exam II

Exam III

Page 5: CAT Night Classes

Q.1 Out of the given four students, at most how many students can have equal marks in

all the three exams?

(1) 4 (2) 1 (3) 2

(4) 3 (5) Cannot be determined

Q.2 If the total marks obtained by Chang Lee considering all the three exams, is an

integer, then what can be the maximum possible number of questions attempted

wrongly by Chang Lee across all the three exams?

(1) 38 (2) 39 (3) 40 (4) 42 (5) 36

Q.3 If the four given students attempted the maximum possible number of questions in all

the three exams such that their marks in each exam is an integer, then among the four

students who has the maximum possible difference of marks in any two exams?

(1) Aang Lee (2) Brett Lee (3) Ding Lee

(4) Both Aang Lee and Ding Lee (5) Chang Lee

Page 6: CAT Night Classes

Answer the questions on the basis of the information given below.

The production (in million tonnes) of wheat, rice and bajra for the country called Taipanfor the years 2004 to 2006 are shown in the bar graph below. The country Taipanstarted production of these grains in 2004 only. The second figure shows the sales datafor the mentioned three crops in Taipan for the years 2004 to 2006. The innermost ringrepresents the data for 2004, the middle ring represents the data for 2005 and the outermost ring represents the data for 2006. The total sales of all the crops taken togetherare 260, 335 and 375 million tonnes for the years 2004, 2005 and 2006 respectively.

Units available for sale in a year = Production in the year + Units unsold during last year

The production of wheat, Rice and Bajra in Taipan for the period 2004 to 2006 (in million tonnes)

For questions 4 to 8

12

0

50

15

0

15

0

55

17

0

18

5

65

18

5

0 100 200 300 400 500 600

Wheat

Bajra

Rice

2004 2005 2006

(Contd…)

Page 7: CAT Night Classes

Sales percentage of Wheat, Rice and Bajra in Taipan for the period of 2004-2006

For questions 4 to 8

43%

15%

42%

39%

16%

45%

40%

16%

44%

Wheat

Bajra

Rice

Page 8: CAT Night Classes

For questions 4 to 8

120

50

150

150

55

170

185

65

185

0 100 200 300 400 500 600

Wheat

Bajra

Rice

2004 2005 2006

43%

15%

42%

39%

16%

45%

40%

16%

44%

Wheat

Bajra

Rice

Page 9: CAT Night Classes

For questions 4 to 8

Page 10: CAT Night Classes

Q.4 How much wheat remained unsold in 2004?

(1) 8.2 Mn Tonne (2) 15.7 Mn Tonne (3) 4.3 Mn Tonne

(4) 12.0 Mn Tonne (5) 10.0 Mn Tonne

Q.5 How much Bajra remained unsold at the end of the year 2006?

(1) 30.2 Mn Tonne (2) 20.8 Mn Tonne (3) 17.4 Mn Tonne

(4) 12.7 Mn Tonne (5) 5.0 Mn Tonne

Q.6 In 2005, sales as a percentage of production, is highest for which of the following

crops?

(1) Wheat (2) Rice (3) Both Rice and Bajra

(4) Both Wheat and Bajra (5) Bajra

Page 11: CAT Night Classes

Q.7 In 2005, sales as a percentage of units available for sale, is lowest for which of the

following crops?

(1) Wheat (2) Rice (3) Both Rice and Bajra

(4) Both Wheat and Bajra (5) Bajra

Q.8 In 2007, if the sales of Rice increases by 10% as compared to 2006, what should

be the percentage change in production of Rice in 2007 so that no Rice remained

unsold at the end of 2007?

(1) 10% increase (2) 1.9% decrease (3) 25.4% decrease

(4) 45.2% decrease (5) 82.4% decrease

Page 12: CAT Night Classes

Answer the questions on the basis of the information given below.

The data points in the figure below represent monthly income and expenditure data of

individual members of the Ahuja family (), the Bose family (), the Coomar family (F),

and the Dubey family (M). For these questions, savings is defined as

For questions 9 to 12

1000

2000

3000

01000 2000 3000 Expenditure

In

com

e

Line indicating Income = Expenditure

Savings = Income – Expenditure

Page 13: CAT Night Classes

For questions 9 to 12

1000

2000

3000

01000 2000 3000 Expenditure

In

com

e

Line indicating Income = Expenditure

Savings = Income – Expenditure

Page 14: CAT Night Classes

Q.9 Which family has the lowest average income?

(1) Ahuja (2) Bose (3) Coomar (4) Dubey

Q.10 Which family has the highest average expenditure?

(1) Ahuja (2) Bose (3) Coomar (4) Dubey

Q.11 Which family has the lowest average savings?

(1) Ahuja (2) Bose (3) Coomar (4) Dubey

Q.12 The highest amount of savings accrues to a member of which family?

(1) Ahuja (2) Bose (3) Coomar (4) Dubey

Page 15: CAT Night Classes

Answer the questions on the basis of the information given below.

Number of Out of School Children in Different Regions of the World from 2001 to 2006

For questions 13 to 17

0

20000

40000

60000

80000

100000

120000

140000

2001 2002 2003 2004 2005 2006

Latin America and theCaribbean

East Asia and thePacific

South Asia

West and Central Africa

Eastern and Southern

Africa

Middle East and North

Africa

Central and Eastern

Europe / CIS

Page 16: CAT Night Classes

For questions 13 to 17

0

20000

40000

60000

80000

100000

120000

140000

2001 2002 2003 2004 2005 2006

Latin America and theCaribbean

East Asia and thePacific

South Asia

West and Central Africa

Eastern and Southern

Africa

Middle East and North

Africa

Central and Eastern

Europe / CIS

Page 17: CAT Night Classes

Q.13 Which of the following is FALSE:

(1) The number of children out of school in West and Central Africa has

increased over the years.

(2) The number of children out of school in South Asia has come down over the

years.

(3) The number of children out of school in the Middle East and North Africa

region has increased over the years.

(4) None of the above.

Q.14 Which of the following is TRUE:

(1) Over the years the largest number of out of school children have been in

Eastern and South African region.

(2) The smallest number of out of school children have been in the East Asia and

Pacific region over the years.

(3) Over the years, the largest number of out of school children has been in the

South Asian region

(4) None of the above.

Page 18: CAT Night Classes

Q.15 The ratio of out of school children in South Asia to those in west and Central

Africa from 2001 to 2006 has become

(1) higher

(2) approximately half

(3) marginally lower

(4) none of the above

Q.16 From 2001 to 2003, which of the following options CANNOT be deduced from the

graph?

(1) Overall, the out of school children have gone up.

(2) In West and Central Africa the numbers of out of school children have

remained almost the same over three years.

(3) The largest numbers of out of school children are in South Asia.

(4) None of the above.

Page 19: CAT Night Classes

Q.17 The total number of children who did not go to school

(1) increased from 112,000 to 120,100 from 2001 to 2006

(2) was over 120,000 in 2004

(3) peaked in 2003

(4) cannot be estimated from the above graph

Page 20: CAT Night Classes

Answer the questions on the basis of the information given below.

Coach John sat with the score cards of Indian players from the 3 games in a one-daycricket tournament where the same set of players played for India and all the majorbatsmen got out. John summarized the batting performance through three diagrams,one for each game. In each diagram, the three outer triangles communicate the numberof runs scored by the three top scores from India, where K, R, S, V, and Y representKaif, Rahul, Saurav, Virender, and Yuvraj respectively. The middle triangle in eachdiagram denotes the percentage of the total score that was scored by the top threeIndian scorers in that game. No two players score the same number of runs in the samegame. John also calculated two batting indices for each player based on his scores inthe tournaments; the R-index of a batsman is the difference between his highest andlowest scores in the 3 games while the M-index is the middle number, if his scores arearranged in a non-increasing order.

For questions 18 to 21

Pakistan South Africa Australia

90%

Y(40)

K(28)V(130)

70%

K(51)

R(49)S(75)

80%

R(55)

S(50)Y(87)

Page 21: CAT Night Classes

For questions 18 to 21

Pakistan South Africa Australia

90%

Y(40)

K(28)V(130)

70%

K(51)

R(49)S(75)

80%

R(55)

S(50)Y(87)

Page 22: CAT Night Classes

Q.18 For how many Indian players is it possible to calculate the exact M-index?

(1) 0 (2) 1 (3) 2 (4) More than 2

Q.19 Among the players mentioned, who can have the lowest R-index from the

tournament?

(1) Only Kaif, Rahul or Yuvraj (2) Only Kaif or Rahul

(3) Only Kaif or Yuvraj (4) Only Kaif

Q.20 How many players among those listed definitely scored less than Yuvraj in the

tournament?

(1) 0 (2) 1 (3) 2 (4) More than 2

Q.21 Which of the players had the best M-index from the tournament?

(1) Rahul (2) Saurav (3) Virender (4) Yuvraj

Page 23: CAT Night Classes

Thank You

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