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CAT 2023 Practice Test Series 14- QA, LRDI & VARC | Day 56

CAT 2023 Practice Test Series 14- QA, LRDI & VARC | Day 56

Edited By Irshad Anwar | Updated on Oct 13, 2023 03:39 PM IST | #CAT

Hello CAT exam 2023 aspirants,

CAT Practice Test-14

We are on the last days in this 60-day CAT 2023 preparation guide series. The CAT exam for MBA admissions from 2024-2026 will be held on November 26. The exam date is quickly approaching at this point. For day 56 of Careers360's 60-day CAT 2023 preparation guide series, we are here with a CAT Practice Test which is a free sectional mock test for CAT.

CAT 2023 Practice Test: Best Free Mock Test For CAT

This free sectional mock test for CAT consists of subjects and topics-specific questions and answers. Candidates should download the best free mock test for CAT and finish the Practice Test Series from all three subjects to get the best idea of what the requirements are for the CAT exam 2023. Based on the 55 days of lessons, this CAT Practice Test

includes comprehensive solutions. You can ace the exam in 2023 by using this free sectional mock test for the CAT.

This CAT previous year question paper of CAT 2023 Practice Test Series consists of three Sections:

CAT mock test Part- A consists of 8 questions.

CAT mock test Part- B consists of 8 questions.

CAT mock test Part- C consists of 8 questions.

CAT Test Series Part- A: Quantitative Aptitude

Q1. If the mean and mode of distribution are 7 and 9 respectively, then the median is?

  1. 7

  2. 8.33

  3. 7.66

  4. None of the above

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Ans: [3]

As we know

2 Mean + Mode = 3 Median

So, 2 x 7 + 9 = 3 x Median

Median = 23/3 = 7.66.

Q2. The quartile deviation of 2, 7, 11, 14, 12, 13, 9 is

  1. 2

  2. 13

  3. 3

  4. 6.5

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Ans: [3]

Write the data in ascending order 2, 7, 9, 11, 12, 13, 14

Q1= 7

Q2= 11

Q3= 13

Quartile deviation = (Q3 – Q1)/2 = (13- 7)/2 = 3.

Q3. The median of the first 16 prime numbers is

  1. 17

  2. 23

  3. 19

  4. 21

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Ans: [4]

Median of 1st 16 terms will be the average of the 8th and 9th terms.

So, 8th prime number = 19

And 9th prime number = 23

So median = (19+ 23)/2 = 21

Q4. The geometric mean of √8, √27, 2,and √3 is

  1. √6

  2. 6

  3. 36

  4. 9

Ans: [1]

GM = [√8 x 27 x 2 x √3]1/4

GM = [36]1/4

GM = √6

Q5. Express the following expression in the form of a + bi

i13+ i23

Options:

  1. 0

  2. i

  3. -i

  4. -1

Ans: [1]

i = -1; i2 = -1; i3 = -i; i4 = 1

i13 = i12+1 = i

i23 = i20+3 = i3 = -i

So, i13+ i23 = i – i = 0.

Q6. The least value for n, in the expression {(1 - i) / (1 + i)}n for which the expression has a positive integer value. where n is a real number [TITA]

Solution:

(1 - i) / (1 + i) = (1 - i)2 / [(1 + i) (1 – i)]

= [1 +i2-2i]/[1 -i2]

= [-2i]/2 = -i

So, {(1 - i) / (1 + i)}n = (-i)n

For an expression to be a positive integer, the least value of n must be 2.

Direction Q7- Q8:

  1. Statement (1) ALONE is sufficient, but statement (2) ALONE is not sufficient to answer the question asked.

  2. Statement (2) ALONE is sufficient, but statement (1) ALONE is not sufficient to answer the question asked.

  3. BOTH statements (1) and (2) TOGETHER are sufficient to answer the question asked, but NEITHER statement ALONE is sufficient to answer the question asked.

  4. EACH statement ALONE is sufficient to answer the question asked.

  5. Statements (1) and (2) TOGETHER are NOT sufficient to answer the question asked, and additional data specific to the problem are needed.

Q7. Joshan lent one part of the amount of money at a 12% rate of simple interest and the remaining at an 18% rate of simple interest, both for one year. At what rate was the larger part lent?

  1. The total amount lent was $3600.

  2. The average rate of simple interest he received on the total amount was 16%.

Ans: [B]

Statement 1:

It is not sufficient. No information is there.

Statement 2:

Let Rs x be lent at the rate of 12% per annum and Rs y at the rate of 18% per annum.

So, as per question

16% (x+ y) = 12% of x + 18% of y

⇒ 4% of x = 2% of y

⇒ x/y = ½

⇒ y> x

So, the larger part of rent at 18% per annum.

Statement 2 alone is sufficient to answer the question.

Q8. Each Month Andrew receives a base salary of $1700, plus a 20 percent bonus on the total amount of his sales in excess of $1,5000. What was the total amount of Andrew’s sales last month?

  1. Last month Andrew’s total salary was 120% of his basic pay.

  2. Last month Andrew donated his commission which was 25% more than that of the previous month.

Ans: [A]

Statement 1:

Total salary= Basic Pay + Commission

Basic Pay = 100% = $1700

Commission = 120-100= 20% of basic pay = 20% of total sales

So, total sales = basic pay

Statement 1 alone is sufficient.

Statement 2:

As no information is given about the previous month's sales, the current month's sales cannot be calculated.

Statement 2 alone is not sufficient.

CAT Practice Test Part B: LRDI (Logical Reasoning and Data Interpretation) Passage: (Q1-Q4)

Ten teams that were to take part in the Champions Challenge were divided into two pools – Pool A and Pool B. Each team in a pool was to play every other team in that pool. Two points are awarded for a win and zero points for a loss with there being no draws or ties. The top three teams in each pool would advance to the next stage called the super six stage and they would carry forward all points they scored in matches against the other two teams which advanced to the super six stages from its pool.

In the super six stages, all teams that advance from pool A are to be in group 1 and all teams that advance from pool B are to be in group 2. Each team in group 1 plays against every team in group 2, with points awarded as in the pool stage. At the end of the super six stages the top two teams in each group, according to their total points (super six points + carry forward points) advance to the semi-finals with the top team in group 1 playing the second team from group 2 and vice versa. The winners of the semi-finals advance to the finals. If two or more teams end up with the same number of points at the end of the pool or the super six stage, the tie is resolved using tiebreak rules.

Q1. The total number of matches in the tournament are

  1. 24

  2. 18

  3. 32

  4. 64

Q2. The number of points scored by a team which advanced to the super six stages is at least

  1. 2

  2. 3

  3. 5

  4. 4

Q3. The total points (super six points + carry forward points) of a team that advanced to the semi-finals is at least

  1. 2

  2. 3

  3. 5

  4. 4

Q4. The maximum number of wins by a team that failed to advance to the semi-finals is

  1. 2

  2. 3

  3. 5

  4. 6

Solution:

In the pool stage, as each team plays every other team once, the total matches in each pool is 10. In the super six stages, the total number of matches is 9. ∴ The total matches = 20 + 9 + 2 + 1 = 32. In the pool stage, the total number of points available in each pool is 10 × 2 = 20. As there are five teams, each team can end with four points and two of the teams can be eliminated (or) One team can win all matches and get 8 points, another team 6 points and the three other teams 2 points each and one of them can advance to the super six.

Ans 1: The total number of matches in the tournament is 32. Choice (C)

Ans 2: The number of points scored by a team which advanced to the super six stages is at least 2. Choice (A)

Ans 3: Among the top three teams advancing to the super six stages from each group either all of them would carry forward 2 points each (or) one team would carry forward 4 points, the second team 2 points and the third team zero points. Even if all three teams lose all their super six matches, two teams would advance from this group and so a team with a total of 2 points can advance to the semi-finals. Choice (A)

Ans 4: Three teams can end up with 6 points each at the end of the pool stage, i.e., three wins each. Now, these teams can win all their matches in the super six stages, but one of these teams would be eliminated. ∴a team with 3(in the pool stage) + 3(in the super six stage) wins can be eliminated. Choice (D)

Passage: (Q5- Q8)

Geeta and Neeta are playing a game which involves picking up coins kept on a table. The players take turns alternately and each player in her turn has to pick at least two and at most five coins except when there is only one coin left on the table and the player has to pick that coin in her turn. Both players are equally intelligent and play to the best of their abilities to win the game. Additional data for questions 5 and 6: Assume that the player who picks up the last coin loses the game.

Q5. During a game, when it was Geeta’s turn to play, there were 32 coins left on the table. Which of the following can be the number of coins Geeta should pick up so as to win the game, no matter how Neeta plays?

  1. 1

  2. 2

  3. 4

  4. 5

Ans: [B]

To ensure her win Geeta has to make sure that there are one or two coins left when it is Neeta’s turn to play. In each round, Geeta can make sure that seven coins (2 + 5) leave the table.

∴ The number of coins left on the table before Neeta’s turn must be of the form 7n + 1 or 7n + 2 where n is an integer. As there are 32 coins left on the table, she must remove two or three coins, so that the coins left over are of the form 7n + 1 or 7n + 2

Q6. During Neeta’s turn if she removed four coins from the table which made sure that she won the game, then which of the following could have been the number of coins on the table before she removed the four coins?

  1. 45

  2. 52

  3. 76

  4. None of these

Ans: [C]

The number of coins left after Neeta’s turn must be of the form 7n + 1 or 7n + 2. As she removed four coins, the number of coins would here be of the form 7n + 5 or 7n + 6. Only choice (C) satisfies this condition. Choice (C)

Additional data for questions 7 and 8: Assume that the player who picks up the last coin wins the game.

Q7. During a game when it was Neeta’s turn to play, there were 28 coins left on the table. Which of the following is the number of coins she should pick up so as to ensure her win?

  1. 1

  2. 2

  3. 4

  4. Neeta cannot win

Ans: [D]

When the person who picks up the last coin wins the game, one has to make sure that when it is the other person’s turn to play there are six or seven coins left on the table so that whatever the other person plays, one can pick the last coin in his/her turn.

∴ The number of coins left on the table before Geeta’s turn has to be of the form 7n or 7n – 1. As there as 28 coins left on the table, which is of the form 7n, whatever Neeta plays, the number of coins left will not be of the form ‘7n or 7n – 1’ before Geeta’s turn ie Neeta cannot win no matter what she does.

Q8. If during her turn Neeta had to remove two coins so as to ensure her win, then which of the following could have been the number of coins on the table before she removed the coins?

  1. 25

  2. 30

  3. 50

  4. More than one of the above

Ans: [D]

As Neeta removed 2 coins, the number of coins was of the form 7n + 2 or 7n + 1. Choices (B) and (C) satisfy this. Choice (D)

CAT Practice Test Part C: VARC (Verbal Ability & Reading Comprehension)

Q1. Statement: Should religion be included in the curriculum of graduation courses?

Arguments:

I. No, we live in a secular state

II. Yes, teaching religion helps in developing moral values among students.

III. No, how can one dream of such a step when we want our young generation to fulfil their roles in this century?

  1. All are strong

  2. None is strong

  3. Only I is strong

  4. Only II is strong

  5. Only I and III are strong

Ans: [D]

Argument I: Being a secular state does not mean that religion or religious values should be eradicated. Weak argument.

Argument II: Yes, it helps to develop moral values. So, it is a strong argument.

Argument III: does not relate to religion. Weak argument.

Q2. Statement: The government decided to include the income generated out of agricultural activities in Tax. Should it have happened?

Arguments:

I. No, Natural calamities are making Farmers suffer a lot.

II. Yes, around 70% of the population is earning from agriculture and hence their income should be taxed.

III. Yes, many farmers are earning much more than most services men and they should be taxed to remove unfairness.

  1. All are strong

  2. None is strong

  3. Only I is strong

  4. Only II is strong

  5. Only II and III are strong

Ans: [E]

Argument I: If due to natural calamity, they earn less than they will not come under taxpayers as per Income tax act. This is a weak argument.

Argument II: Yes, if more people pay taxes, the economy of our country will be strong. Strong argument.

Argument III: If they are earning more, they should pay taxes. Strong argument.

Q3. Statement: I cannot connect you on zoom meeting at the Himalayas.

Assumptions:

I. Internet facility is not available there.

II. Nowadays, it is difficult to connect to the internet.

  1. Only I is implicit

  2. Only II is implicit

  3. Either I or II is implicit

  4. Neither I nor II is implicit

  5. Both implicit

Ans: [A]

Clearly, the assumption I is implicit. If there is no internet facility then it is impossible to connect for online meetings. So, I is implicit.

Connecting to the internet is difficult but not impossible. So, II is not implicit.

Q4. Statement: ‘Triple your money in 6 months’- An advertisement in a newspaper.

Assumptions:

I. Advertisement is not genuine.

II. Everyone wants to multiply their money.

  1. Only I is implicit

  2. Only II is implicit

  3. Either I or II is implicit

  4. Neither I nor II is implicit

  5. Both implicit

Ans: [B]

Trueness of a statement cannot be judged. So, I is not implicit.

Advertisement is given after assuming that everyone wants to grow their money. So, II is implicit.

Q5. Statement: Until economic equality is achieved, the political freedom and democracy of any country are meaningless.

Conclusions:

I. Political freedom and democracy pass from generation to generation.

II. Economic equality brings real democracy.

  1. Only I is followed

  2. Only II is followed

  3. Either I or II is followed

  4. Neither I nor II is followed

  5. Both followed

Ans: [B]

I. There is no relation between political freedom and economical equality is given. So, will not follow.

II. Directly follows from the statement.

Q6. Statement: Nowadays, parents are prepared to pay any cost for good education for their children.

Conclusions:

I. All parents are very rich.

II. Parents are passionate about the development of their children through good education.

  1. Only I is followed

  2. Only II is followed

  3. Either I or II is followed

  4. Neither I nor II is followed

  5. Both followed

Ans: [B]

I. Irrelevant. Not follows.

II. Directly follows from the statement.

Q7. Write the correct phrase in place of underlined phrase. Whoever is chosen as the new chief, it is likely to take all the decisions for upcoming assembly elections.

  1. Who is chosen as the new chief, she is

  2. Whomever is chosen as the new chief, he is

  3. Whoever is chosen as the new chief is

  4. No correction required

Ans: [C]

Use of ‘who’ is incorrect.

‘Whomever’ is the wrong word in this context.

It is correct.

Q8. Write the correct phrase in place of underlined phrase. Indian Cricket star Virat Kohli has credited his former coach for having a positive effect on his game.

  1. to have had a positive effect on his game.

  2. with having had a positive effect on his game.

  3. as having a dramatic effect on his game.

  4. for having had a positive impact on his game.

Ans: [B]

Credit for- used to ascribe an achievement to someone.

Credit with- To give/get credit for something.

Credit to- normally used in the context of payment.

So, option B seems correct.

Hope you were able to practise the questions and were able to grasp the concepts.

Day 57 will be uploaded tomorrow

Keep practising and be focused

Thank you!

All the best!

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Questions related to CAT

Have a question related to CAT ?

Hello aspirant,
The CAT exam syllabus is not officially prescribed, but it generally includes topics from the following sections:

1. Verbal Ability and Reading Comprehension (VARC)
2. Data interpretation and logical reasoning
3. Quantitative ability

  • Arithmetic

  • Algebra

  • Geometry and Mensuration

  • Number System

  • Modern Math

It seems unlikely that you would be able to get admission in the BTech CS branch at BIT Sindri or Mesra with a CML rank of 2058 and category rank of 433.

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2. Explore other options like state-level engineering colleges or NITs where your current ranks may have a better chance of securing admission.

3. Consider improving your performance in the next attempt of the entrance exam to increase your chances of getting into your desired BTech program.



For VARC, read daily from diverse sources (newspapers, novels, journals) to improve comprehension and vocabulary. Practice RC passages and verbal ability questions regularly. For DILR (Data Interpretation and Logical Reasoning) and QA (Quantitative Aptitude), solve previous years' papers and take mock tests to identify weak areas. Join a coaching institute or online courses for guidance and stay consistent with your study schedule. Review and analyze your performance in mocks to understand mistakes and improve. Maintain a positive mindset and stay disciplined in your preparation.

Hello aspirant,

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View All

1-radian measures 600. (True/False)

Option: 1

True


Option: 2

False


$111111^2$ = 

Option: 1

123456654321


Option: 2

123454321


Option: 3

123454321


Option: 4

12345654321


1111112 =___________ 

Option: 1

 123456654321


Option: 2

1234554321


Option: 3

123454321


Option: 4

12345654321


159702 is divisible by

Option: 1

7


Option: 2

9


Option: 3

11


Option: 4

6


1600 satellites were sent up by a country for several purposes. The purposes are classified as broadcasting (B), communication (C), surveillance (S), and others (O). A satellite can serve multiple purposes; however a satellite serving either B, or C, or S does not serve O. 

The following facts are known about the satellites: 

1. The numbers of satellites serving B, C, and S (though may be not exclusively) are in the ratio 2: 1:1. 

2. The number of satellites serving all three of B, C, and S is 100. 

3. The number of satellites exclusively serving C is the same as the number of satellites exclusively serving S. This number is 30% of the number of satellites exclusively serving B. 

4. The number of satellites serving O is the same as the number of satellites serving both C and S but not B. 

Question:

What best can be said about the number of satellites serving C? 

Option: 1

Must be between 450 and 725 

 


Option: 2

Cannot be more than 800 
 


Option: 3

Must be between 400 and 800 

 


Option: 4

Must be at least 100 


1600 satellites were sent up by a country for several purposes. The purposes are classified as broadcasting (B), communication (C), surveillance (S), and others (O). A satellite can serve multiple purposes; however a satellite serving either B, or C, or S does not serve O. 

The following facts are known about the satellites: 

1. The numbers of satellites serving B, C, and S (though may be not exclusively) are in the ratio 2: 1:1. 

2. The number of satellites serving all three of B, C, and S is 100. 

3. The number of satellites exclusively serving C is the same as the number of satellites exclusively serving S. This number is 30% of the number of satellites exclusively serving B. 

4. The number of satellites serving O is the same as the number of satellites serving both C and S but not B. 

Question:

What is the minimum possible number of satellites serving B exclusively? 

Option: 1

100


Option: 2

200


Option: 3

500


Option: 4

250


1600 satellites were sent up by a country for several purposes. The purposes are classified as broadcasting (B), communication (C), surveillance (S), and others (O). A satellite can serve multiple purposes; however a satellite serving either B, or C, or S does not serve O. 

The following facts are known about the satellites: 

1. The numbers of satellites serving B, C, and S (though may be not exclusively) are in the ratio 2: 1:1. 

2. The number of satellites serving all three of B, C, and S is 100. 

3. The number of satellites exclusively serving C is the same as the number of satellites exclusively serving S. This number is 30% of the number of satellites exclusively serving B. 

4. The number of satellites serving O is the same as the number of satellites serving both C and S but not B. 

Question:

If at least 100 of the 1600 satellites were serving O, what can be said about the number of satellites serving S? 

Option: 1

At most 475 

 


Option: 2

Exactly 475 
 


Option: 3

At least 475 

 


Option: 4

No conclusion is possible based on the given information 


1600 satellites were sent up by a country for several purposes. The purposes are classified as broadcasting (B), communication (C), surveillance (S), and others (O). A satellite can serve multiple purposes; however a satellite serving either B, or C, or S does not serve O. 

The following facts are known about the satellites: 

1. The numbers of satellites serving B, C, and S (though may be not exclusively) are in the ratio 2: 1:1. 

2. The number of satellites serving all three of B, C, and S is 100. 

3. The number of satellites exclusively serving C is the same as the number of satellites exclusively serving S. This number is 30% of the number of satellites exclusively serving B. 

4. The number of satellites serving O is the same as the number of satellites serving both C and S but not B. 

Question:

 If the number of satellites serving at least two among B, C, and S is 1200, which of the following MUST be FALSE? 

Option: 1

The number of satellites serving C cannot be uniquely determined 

 


Option: 2

The number of satellites serving B is more than 1000 
 


Option: 3

All 1600 satellites serve B or C or S 

 


Option: 4

The number of satellites serving B exclusively is exactly 250 


2839155 is divisible by

Option: 1

2


Option: 2

7


Option: 3

55


Option: 4

None of the above


'a' for which x^{2}-ax+9= 0 can be written as square of a linear factor is

Option: 1

6


Option: 2

-6,6


Option: 3

\left ( 6,\infty \right )


Option: 4

\left ( -\infty,-6 \right )


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