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Practice Mock Test for SNAP - 13 - CAT MCQ


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30 Questions MCQ Test - Practice Mock Test for SNAP - 13

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Practice Mock Test for SNAP - 13 - Question 1

Complete the following number series

2, 3, 8, 27, 112,?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 1

2 x 1 + 1 = 3
3 x 2 + 2 = 8
8 x 3 + 3 = 27
27 x 4 + 4 = 112
112 x 5 + 5 = 565
Hence, option 3.

Practice Mock Test for SNAP - 13 - Question 2

Which among the following options will replace the blank in the series below?

ABC, G H IJ,______ , YZ ?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 2

Observe that the first term comprises the first three letters - ABC - and then, the next three letters - DEF - are skipped.
The next term starts with the next letter i.e. G and this term has four letters - GHIJ.
Hence, to test this pattern, you can skip the four letters after J - KLMN - and start the next term with O.
Since the first and second term had three and four letters respectively, the third term should have five letters.
Hence, the third term should be OPQRS.
If you want to verify the logic, skip the next five letters - TUVWX - and observe that the next term starts with Y (as it should).
Hence, the missing term is OPQRS.
Hence, option 4.

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Practice Mock Test for SNAP - 13 - Question 3

Group Question

Answer the following question based on the information given below.

Aishwarya, Sushmita, Lara, Diana and Priyanka were chosen by an advertising company to walk the ramp as a famous designer’s muses in five different countries. The five countries were Paris, London, New York, Sun City and San Francisco. The ladies were all top models and specified their choices of countries as follows:

1. Aishwarya and Sushmita would not go to Sun City and Paris.
2. Lara wanted to go to San Francisco.
3. London was chosen by the one of the two models who refused to go to both Paris and Sun City.
4. New York was chosen by Sushmita.
5. Diana had just one demand, and that was she would, in no case, go to Paris.

 

Q. Who went to Paris finally?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 3

Lara and Shushmita went to San Francisco and New York respectively.
Now, from the condition 3, London was chosen by one of the two models who refused to go to both Paris and Sun City i.e. either by Aishwarya or Sushmita.
But Sushmita chose New York.
Hence, Aishwarya went to London.
Hence, Diana and Priyanka went to Paris and Sun City in no particular order.
But Diana, in no case, would go to Paris.
Hence, Diana went to Sun City and Priyanka went to Paris.
Hence, option 4.

Practice Mock Test for SNAP - 13 - Question 4

Aishwarya, Sushmita, Lara, Diana and Priyanka were chosen by an advertising company to walk the ramp as a famous designer’s muses in five different countries. The five countries were Paris, London, New York, Sun City and San Francisco. The ladies were all top models and specified their choices of countries as follows:

1. Aishwarya and Sushmita would not go to Sun City and Paris.
2. Lara wanted to go to San Francisco.
3. London was chosen by the one of the two models who refused to go to both Paris and Sun City.
4. New York was chosen by Sushmita.
5. Diana had just one demand, and that was she would, in no case, go to Paris.

 

Q. Where did Diana go?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 4

From the solution of first question, Diana finally went to Sun City.
Hence, option 1.

Practice Mock Test for SNAP - 13 - Question 5

Group Question

Answer the following question based on the information given below.

Yuvesh goes to a casino with 100 tokens to play his favourite game. The game is a ‘free entry’ game i.e., the player does not need to pay any token to start playing the game. However, every time the player wins a game, he gets 50 tokens from the casino and every time he loses a game, he has to pay 20 tokens to the casino. The game involves using various decks of standard playing cards. If a person draws three consecutive aces, he wins the game else he loses. Also, a card once drawn from the pack is not replaced till all three cards are drawn.

 

Q. On a certain day, Yuvesh played 15 games and left the casino with 80 tokens. What can be the maximum of number of games that he won out of the first five games that he played?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 5

Assume that Yuvesh won x games in all.
So, he lost (15 - x) games.
For every win, he gains 50 tokens and for every loss, he loses 20 tokens.
He started with 100 tokens and ended with 80 tokens.
80 = 100 + 50 x - 2 0 (15 - x)
100 + 50x - 300 + 20x - 80 = 0
70x = 280
x = 4
Thus, Yuvesh won 4 games in all.
To maximise his total wins in the first five games, all four of his wins should have come in the first five games.
So, the maximum number of games that Yuvesh could have won in the first five gaames is four.
Hence, option 2.

Practice Mock Test for SNAP - 13 - Question 6

Yuvesh goes to a casino with 100 tokens to play his favourite game. The game is a ‘free entry’ game i.e., the player does not need to pay any token to start playing the game. However, every time the player wins a game, he gets 50 tokens from the casino and every time he loses a game, he has to pay 20 tokens to the casino. The game involves using various decks of standard playing cards. If a person draws three consecutive aces, he wins the game else he loses. Also, a card once drawn from the pack is not replaced till all three cards are drawn.

Q. Aman and Yuvesh enter the casino together and decide to stop playing after exactly an hour. Aman starts playing with 250 tokens and wins 6 out of 25 games at the end of the given time. Yuvesh wins 3 out of 10 games that he has played in the same time. What is the difference between the number of tokens with Aman and Yuvesh when they stop playing?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 6

Consider the solution to the first question.
The number of tokens that each player has when they stopped playing can be calculated as done earlier in the first question.
Tokens with Aman = 250 + (6 x 50) - (19 x 20) = 250 + 300 - 380 = 170
Tokens with Yuvesh = 100 + (3 x 50) - (7 x 20) = 100 + 150 -140 = 110
Required difference = 170 - 110 = 60
Hence, option 3.

Practice Mock Test for SNAP - 13 - Question 7

Yuvesh goes to a casino with 100 tokens to play his favourite game. The game is a ‘free entry’ game i.e., the player does not need to pay any token to start playing the game. However, every time the player wins a game, he gets 50 tokens from the casino and every time he loses a game, he has to pay 20 tokens to the casino. The game involves using various decks of standard playing cards. If a person draws three consecutive aces, he wins the game else he loses. Also, a card once drawn from the pack is not replaced till all three cards are drawn.

Q. If Yuvesh ends up with 210 tokens after playing 12 games, what percentage of games (that he played) has he won?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 7

Let Yuvesh win x games in all.
210= 100 + 50x- 20(12 - x)
110 = 50x - 240 + 20x
70x = 350
x = 5
Thus, he won 5 games out of 12.
Required percentage = (5/12) * 100 = 41.67%
Hence, option 1.

Practice Mock Test for SNAP - 13 - Question 8

What should come in the place of the question mark?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 8

Sum of the first row = 1 + 1 = 2
Sum of the second row = 1 + 1 + 1 = 3
Sum of the third row = 5 = (3 + 2)
Sum of the fourth row = 8 = (5 + 3)
Thus, sum of (n + 2)th row = sum of (n + 1)th row + sum of nth row
sum of the fifth row = 8 + 5 = 13
1 + 3 + 2 + 2 + 2 + 7 = 13 
Hence, 3 should replace the question mark.
Hence, option 3

Practice Mock Test for SNAP - 13 - Question 9

Sarita has two sons - one of whom is Tarun. Also, the mother of Palak has only two sons - Tarun and Aakash. How is Palak related to Sarita?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 9

Palak’s mother has only two sons, Tarun and Aakash. Hence, Palak has to be the sister of both Tarun and Aakash.
Tarun is also Sarita’s son.
So, Palak is the daughter of Sarita.
Hence, option 2.

Practice Mock Test for SNAP - 13 - Question 10

There are 3 candles with their lengths in the ratio 1 : 2 : 3 (Every other dimension is the same for all the candles). They are lit in such a way that when the second candle has been lit, the first candle had been reduced to half its original length & when the third candle is lit, the second candle is half its original length.The total time taken for all the candles to totally burn out is 9 hours. Assume that the candles are lit in increasing order lengths. In how much time does the longest candle completely burn?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 10

Since, apart from length, all the dimensions of the candle are the same, the time taken by the candles to burn is in the ratio of the lengths of the candles i.e. 1 : 2 : 3.
Let the shortest candle take 2x hours to burn. So, the second longest candle and longest candle respectively take 4x and 6x hours to burn.
Now, the second candle is lit after the first candle is reduced to half its length.
Since the first candle burns completely in 2x hours, it becomes half in x hours.
Thus, the second candle is lit after x hours.
Similarly, the third candle is lit after the second candle is reduced to half its length.
Since the second candle burns completely in 4x hours, it becomes half in 2x hours.
So, the second candle burns for 2x hours, after which the third candle is lit.
Once the third candle is lit, it takes 6x hours to burn.
All three candles burn out in 9 hours.
x + 2x + 6x = 9
x = 1.
Therefore, the time taken by the longest candle to burn fully is 6 hours.
Hence, option 2.

Practice Mock Test for SNAP - 13 - Question 11

Rashmin is 4th from the front in a queue while Rahim is 5th from the end and there are 2 people between the two of them. What can be the number of people in the queue if it is known that the number of people is the least possible?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 11

For the number of people to be minimum, Rashmin has to be 4th from the front and Rahim has to be 5th in such a way that Rahim is in front of Rashmin.
This is possible if Rahim is 1st from the front, Rashmin is 4th from the front and there are 5 people in the queue.
The only other combination is where Rashmin is 4th from the front and Rahim is 7th from the front.
However, this leads to the queue having 11 people.
Since we want to have minimum people, this number is 5.
Hence, option 1.

Practice Mock Test for SNAP - 13 - Question 12

Group Question

Answer the following question based on the information given below.

Seven university cricket players are to be honoured at a special luncheon. The players will be seated on the dais along one side of a single rectangular table.

• A and G have to leave the luncheon early and must be seated at the extreme right end of the table, which is closest to the exit.
• B will receive the Man of the Match award and must be in the center chair.
• C and D who are bitter rivals for the position of wicket keeper, dislike one another and should be seated as far apart as possible.
• E and F are best friends and want to sit together.

 

Q. Which of the following may not be seated at either end of the table?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 12

Consider the blank seat from left to right as shown below.
(Left)____________________(Right)
B will be at the centre. Simultaneously, A and G will occupy the two seats at the extreme right.
Thus, the arrangement now is: _______B __ A/G G/A
Since C and D have to be as far away as possible from each other, one of them has to be to the immediate right of B while the other has to be at the extreme left seat.
Now, E and F have to be together. They anyways have only the second and third seat from the left available.
Hence, they occupy those seats.
Thus, the final arrangement is as shown below.
D/C E/F F/E B C/D A/G G/A
Thus, F may not be seated at either end of the table.
Hence, option 4.

Practice Mock Test for SNAP - 13 - Question 13

Seven university cricket players are to be honoured at a special luncheon. The players will be seated on the dais along one side of a single rectangular table.

• A and G have to leave the luncheon early and must be seated at the extreme right end of the table, which is closest to the exit.
• B will receive the Man of the Match award and must be in the center chair.
• C and D who are bitter rivals for the position of wicket keeper, dislike one another and should be seated as far apart as possible.
• E and F are best friends and want to sit together.

 

Q. Which of the following pairs may not be seated together?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 13

From the solution to the first question, it can be seen that B and D, C and F, as well as G and D can be seated together.
Only E and A can never be seated together.
Hence, option 1.

Practice Mock Test for SNAP - 13 - Question 14

In a certain language, BOMBAY is coded as HJQYCX. Which of these words is coded as SVHOCR in that language?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 14

For BOMBAY and its coded equivalent HJQYCX, consider the position of each letter in the alphabet.

2 + 6 = 8, 1 5 - 5 = 10, 13 + 4 = 17, 2 8 - 3 = 25 (Note that the 2nd letter is the same as the 28th letter if the alphabet keeps repeating), 1 + 2 = 3 and 25 - 1 = 24
Thus, starting from the first letter, the difference between the letter in the code and the corresponding letter in the original word is +6, -5, + 4, -3, +2 and -1.
A certain word is coded as SVHOCR. To find the original word, apply this logic in reverse.
S - 6 ⇒19 - 6 = 13 i.e. M
V + 5 ⇒ 22 + 5 = 27 (which is the same as 26 + 1) i.e. A
H - 4 ⇒ 8 - 4 = 4 i.e. D
o + 3 ⇒ 15 + 3 = 18 i.e. R
C - 2 ⇒ 3 - 2 = 1 i.e. A
R + 1 ⇒ 18 + 1 = 19 i.e. S
Thus, the original word is MADRAS.
Hence, option 2.

Practice Mock Test for SNAP - 13 - Question 15

Group Question

Refer to the following data and answer the questions that follow:

In an MBA entrance exam, a candidate attempts X questions correctly and Y questions incorrectly such that X = 2Y - 5. Each correct answer fetches 1.5 marks whereas for each incorrect answer 0.5 marks are deducted.

Q. What is the total number of questions asked in the exam, if a candidate attempts all the questions but goes wrong in 12 of them?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 15

Since the candidate attempts all the questions and gets 12 questions wrong, X + Y = total and Y = 12
X = 2Y - 5 = 2(12) - 5 = 19
Total questions = X + Y = 1 9 + 12 = 31
Hence, option 4

Practice Mock Test for SNAP - 13 - Question 16

In an MBA entrance exam, a candidate attempts X questions correctly and Y questions incorrectly such that X = 2Y - 5. Each correct answer fetches 1.5 marks whereas for each incorrect answer 0.5 marks are deducted.

Q. If a student has the same number of correct and incorrect  answers, what is his score?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 16

Here, X = Y
Y = 2Y - 5 which gives Y = X = 5
A student gets 1.5 marks for each correct answer and loses 0.5 marks for each incorrect answer.
Total marks = 1.5(5) - 0.5(5) = 7.5 - 2.5 = 5.0
Hence, option 2.

Practice Mock Test for SNAP - 13 - Question 17

In an MBA entrance exam, a candidate attempts X questions correctly and Y questions incorrectly such that X = 2Y - 5. Each correct answer fetches 1.5 marks whereas for each incorrect answer 0.5 marks are deducted.

Q. In the previous question, how many questions did the student not attempt, if the total number of questions in the exam was 20?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 17

Consider the solution to the previous question.
X + Y + unattempted questions = total questions
5 + 5 + unattempted questions = 20
unattempted questions = 10
Hence, option 3.

Practice Mock Test for SNAP - 13 - Question 18

In an MBA entrance exam, a candidate attempts X questions correctly and Y questions incorrectly such that X = 2Y - 5. Each correct answer fetches 1.5 marks whereas for each incorrect answer 0.5 marks are deducted.

Q. In the previous question, what is the student’s percentage score, if the unattempted questions do not carry any marks?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 18

Consider the solution to the previous question.
When the total number of questions = 20, maximum possible marks = 20 x 1.5 = 30
As per the previous solutions, the student has scored 5 marks.
Required percentage = (5/30) x 100 = 16.67%
Hence, option 1.

Practice Mock Test for SNAP - 13 - Question 19

In an MBA entrance exam, a candidate attempts X questions correctly and Y questions incorrectly such that X = 2Y - 5. Each correct answer fetches 1.5 marks whereas for each incorrect answer 0.5 marks are deducted.

Q. Assume that the relationship between X and Y no longer holds. Now, if the student attempts all the questions and gets 25.5 marks by answering 12 questions incorrectly, how many questions does the exam have in all?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 19

A students gets 1.5 marks for every correct answer and loses 0.5 marks for every incorrect answer.
1.5 (X) - 0.5(12) = 25.5
1.5X = 31.5
X = 21
Total number of questions = X+Y =21 + 12 = 33
Hence, option 4.

Practice Mock Test for SNAP - 13 - Question 20

Riten and Maya attended a dinner party at which there were four other couples Mr. and Mrs. Abel, Mr. and Mrs. Balu, Mr. and Mrs. Chintu, and Mr. and Mrs. Dinesh. As introductions were made, a certain number of handshakes were made.

• No one shook hands with his or her spouse.
• No one shook another person’s hand more than once.

Q. How many handshakes were made altogether?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 20

Riten will shake hands with 8 people i.e. Mr. and Mrs. Abel, Mr. and Mrs. Balu, Mr. and Mrs. Chintu and Mr. and Mrs. Dinesh.
Similarly Maya can also shake hands with 8 different people.
Now, Mr. Abel already shook hands with Riten and Maya,
He can now shake hands with 6 different people i.e. Mr. and Mrs. Balu, Mr. and Mrs. Chintu and Mr. and Mrs. Dinesh.
Mrs. Abel can also shake hands with 6 different people.
Similarly Mr. and Mrs. Balu can shake hands with 4 different people each.
Mr. and Mrs. Chintu can shake hands with 2 different people each.
The total number of handshakes = 16 + 12 + 8 + 4 = 40
Hence, option 3.
Alternatively,
There are 10 people and one handshake involves 2 people.
If all the people were to shake hands with each other once, the total number of handshakes would be 10C2 i.e. 45.

But since husband and wife do not shake hands with each other, we have to subtract 5 handshakes (for the 5 couples).
The total number of handshakes = 10C2 - 5 = 45 - 5 = 40
Hence, option 3.

Practice Mock Test for SNAP - 13 - Question 21

You have to transfer a set of rings numbered 1 to 8 from tower A to tower C. The rings are stacked one over the other in an order, with 1 at the top and 8 at the bottom, and have to be stacked in the same fashion on tower C. You can move only one ring at a time, and can store the rings in a stack, temporarily, in another tower B. Minimum how many moves of rings, between the towers, will it take for you to arrange the rings in tower C?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 21

In tower C, ring 1 has to be at the top and 8 has to be at the bottom.
Therefore, ring 8 has to go into tower C first while ring 1 has to go in last.
B is the temprorary storage.
First transfer 1,2,3, 4, 5, 6 and 7 (in that order) to B.
Now, transfer 8 directly from A to C.
Now, from B transfer 7, 6, 5, 4, 3, 2 and 1 (in that order) to C.
The total number of moves required = 7(A to B) + 1(A to C) + 7(B to C) = 15

Hence, option 1

Practice Mock Test for SNAP - 13 - Question 22

Group Question

Answer the following question based on the information given below.

The figures below represent players playing different games i.e. the circle, triangle, rectangle and square represent people playing cricket, football, hockey and kabaddi respectively. The number inside each figure represents the number of players playing that particular game.

Q. What is the difference between the number of people playing atmost one game and the number of people playing atleast three games?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 22

Number of people playing atmost one game = 15 + 17 + 19 + 21 = 72
Number of people playing atleast three games = 4 + 6 + 2 + 1 = 13
Difference = 72 - 13 = 59
Hence, option 3.

Practice Mock Test for SNAP - 13 - Question 23

The figures below represent players playing different games i.e. the circle, triangle, rectangle and square represent people playing cricket, football, hockey and kabaddi respectively. The number inside each figure represents the number of players playing that particular game.

Q. What is the ratio of players playing only cricket and football to the players playing both football and kabaddi?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 23

Number of players playing only cricket and football = 3
Number of players playing both football and kabaddi = 2 + 6 + 5 + 1 = 14
Required ratio = 3 : 1 4
Hence, option 4.

Practice Mock Test for SNAP - 13 - Question 24

The figures below represent players playing different games i.e. the circle, triangle, rectangle and square represent people playing cricket, football, hockey and kabaddi respectively. The number inside each figure represents the number of players playing that particular game.

Q. What percent of total players play atleast two games, if the players in the figure are the only players?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 24

Total number of players = 15 + 7 + 17 + 3 + 4 + 2 + 6 + 3 + 1 + 5 + 19 + 8 + 21 = 111
Players playing atleast two games = 7 + 3 + 4 + 2 + 6 + 3 + 1 + 5 + 8 = 39
Required percentage = (39 /111) x 100 = 35.13%
Hence, option 2.

Practice Mock Test for SNAP - 13 - Question 25

Find the missing term in the series.

48, 105, 192,315,7

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 25

The logic followed in this series is as follows:

48 = 2 x 4 x 6, 105 = 3 x 5 x 7, 192 = 4 x 6 x 8, 315 = 5 x 7 x 9
The next term = 6 x 8 x 1 0 = 480
Hence, option 3.

Practice Mock Test for SNAP - 13 - Question 26

Group Question

Answer the following question based on the information given below.

There are 5 friends - Raahil, Rohit, Rashesh, Pinki and Pooja. They have different IQ scores. Among them, Raahil, Rohit and Rashesh are males while the others are females. Also, it is known that there is at least 1 male whose IQ is better than the two females. When arranged in decreasing order of their IQ scores, the two females are next to each other. While Pinki’s score is more than Raahil’s score, Rashesh’s score is more than Rohit’s score. Also Rohit’s score is more than Pooja’s score.

Q. If Rashesh’s score is interchanged with that of Rohit, how many people’s IQ score is more than that of Rashesh?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 26

Since it is given that there is at least one male whose IQ score is better than all the females and the two females are placed next to each other when arranged in decreasing order; the possibility of their placements (in terms of male and female members) is:


Raahil, Rohit and Rashesh are males while Pinki and Pooja are females.
Since Pinki’s score is more than Raahil’s score, the two females have to be above at least one male.
So, the last case shown in the table above is not possible.
Rashesh’s score is more than Rohit’s score and Rohit’s score is more than Pooja’s score.
Thus, there have to be at least two males above the two females.
So, the first case shown in the table is also not possible.
So, the only possibility is that there are two males, followed by the two females with the third male at the end.
Rashesh > Rohit > Pooja/Pinki > Pinki/Pooja > Raahil
Note that Pooja and Pinki can be either third or fourth without violating any of the given conditions.

Thus, the final arrangement is as shown below:


Hence, if Rashesh’s score is interchanged with that of Rohit, Rashesh would be second and Rohit would have the highest IQ score.
So, only Rohit’s IQ score would be more than that of Rashesh if their scores are interchanged.
Hence, option 1.

Practice Mock Test for SNAP - 13 - Question 27

There are 5 friends - Raahil, Rohit, Rashesh, Pinki and Pooja. They have different IQ scores. Among them, Raahil, Rohit and Rashesh are males while the others are females. Also, it is known that there is at least 1 male whose IQ is better than the two females. When arranged in decreasing order of their IQ scores, the two females are next to each other. While Pinki’s score is more than Raahil’s score, Rashesh’s score is more than Rohit’s score. Also Rohit’s score is more than Pooja’s score.

Q. How many people’s IQ scores are more than that of Pinki?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 27

Consider the final table obtained in the solution to the first question.
Pinki could be 3rd or 4th in the descending order of IQ scores.
Based on this, 2 or 3 people could have their IQ scores greater than that of Pinki.
So, the exact number cannot be determined.
Hence, option 4.

Practice Mock Test for SNAP - 13 - Question 28

There are 5 friends - Raahil, Rohit, Rashesh, Pinki and Pooja. They have different IQ scores. Among them, Raahil, Rohit and Rashesh are males while the others are females. Also, it is known that there is at least 1 male whose IQ is better than the two females. When arranged in decreasing order of their IQ scores, the two females are next to each other. While Pinki’s score is more than Raahil’s score, Rashesh’s score is more than Rohit’s score. Also Rohit’s score is more than Pooja’s score.

Q. Which of the following relationships is definitely correct with respect to the IQ scores of these students?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 28

Consider the final table obtained in the solution to the first question.
Rashesh has the highest IQ score while Raahil has the lowest.
Hence, options 1 and 2 can be eliminated.
The order given in option 4 is a possibility but the order of Pooja and Pinki can also be interchanged.
So, the given relationship may or may not be correct.
Hence, option 4 can also be eliminated.
The relationship in option 3 is definitely correct.
Hence, option 3.

Practice Mock Test for SNAP - 13 - Question 29

There are 5 friends - Raahil, Rohit, Rashesh, Pinki and Pooja. They have different IQ scores. Among them, Raahil, Rohit and Rashesh are males while the others are females. Also, it is known that there is at least 1 male whose IQ is better than the two females. When arranged in decreasing order of their IQ scores, the two females are next to each other. While Pinki’s score is more than Raahil’s score, Rashesh’s score is more than Rohit’s score. Also Rohit’s score is more than Pooja’s score.

Q. Who has the lowest IQ score?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 29

Consider the final table obtained in the solution to the first question.
Raahil has the lowest IQ score.
Hence, option 3.

Practice Mock Test for SNAP - 13 - Question 30

There are 5 friends - Raahil, Rohit, Rashesh, Pinki and Pooja. They have different IQ scores. Among them, Raahil, Rohit and Rashesh are males while the others are females. Also, it is known that there is at least 1 male whose IQ is better than the two females. When arranged in decreasing order of their IQ scores, the two females are next to each other. While Pinki’s score is more than Raahil’s score, Rashesh’s score is more than Rohit’s score. Also Rohit’s score is more than Pooja’s score.

Q. Which person has as many people with an IQ score greater than him/her as less than him/her?

Detailed Solution for Practice Mock Test for SNAP - 13 - Question 30

Consider the final table obtained in the solution to the first question.
The person having an equal number of people with an IQ score greater than and less than his/her IQ score will be third in the descending order of IQ scores.
As per the table, this person could be either Pinki or Pooja.
Hence, option 4

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