Logical Reasoni...

Instructions:
4 Chess tournaments were held all over the world last year and in each tournament 128 chess players participated. Players who participated in the 1st tournament are same for other tournaments. At the end of these four tournaments, world championship is held that consists of 32 players. These 32 players are selected on the basis of total number of wins the 128 players got in the four tournaments. Each of the games in the tournaments (including the world championship) is a knockout game i.e. a person who loses a game will not play in that tournament again. The person who wins the last round in any tournament is called the winner of that tournament. If 31 slots of the 32 slots in the world championship tournament are filled and to fill the 32nd spot there is a tie between few players, exactly one of those players is selected based on certain criteria (like coin toss).
Which of the following is the least number of wins that the winner of the world championship can have?

Instructions:
4 Chess tournaments were held all over the world last year and in each tournament 128 chess players participated. Players who participated in the 1st tournament are same for other tournaments. At the end of these four tournaments, world championship is held that consists of 32 players. These 32 players are selected on the basis of total number of wins the 128 players got in the four tournaments. Each of the games in the tournaments (including the world championship) is a knockout game i.e. a person who loses a game will not play in that tournament again. The person who wins the last round in any tournament is called the winner of that tournament. If 31 slots of the 32 slots in the world championship tournament are filled and to fill the 32nd spot there is a tie between few players, exactly one of those players is selected based on certain criteria (like coin toss).
Which of the following is the maximum number of wins that a player could have had and still not be selected for the world championship tournament?

Instructions:
4 Chess tournaments were held all over the world last year and in each tournament 128 chess players participated. Players who participated in the 1st tournament are same for other tournaments. At the end of these four tournaments, world championship is held that consists of 32 players. These 32 players are selected on the basis of total number of wins the 128 players got in the four tournaments. Each of the games in the tournaments (including the world championship) is a knockout game i.e. a person who loses a game will not play in that tournament again. The person who wins the last round in any tournament is called the winner of that tournament. If 31 slots of the 32 slots in the world championship tournament are filled and to fill the 32nd spot there is a tie between few players, exactly one of those players is selected based on certain criteria (like coin toss).
Which of the following is the least number of wins one needs to enter the world championship?

Instructions:
4 Chess tournaments were held all over the world last year and in each tournament 128 chess players participated. Players who participated in the 1st tournament are same for other tournaments. At the end of these four tournaments, world championship is held that consists of 32 players. These 32 players are selected on the basis of total number of wins the 128 players got in the four tournaments. Each of the games in the tournaments (including the world championship) is a knockout game i.e. a person who loses a game will not play in that tournament again. The person who wins the last round in any tournament is called the winner of that tournament. If 31 slots of the 32 slots in the world championship tournament are filled and to fill the 32nd spot there is a tie between few players, exactly one of those players is selected based on certain criteria (like coin toss).
After all the five tournaments, a table was made of the players in the descending order of their wins in all the five tournaments combined. What is the maximum number of wins the top four players could have got if no player among the 128 participants won more than one tournament?

Instructions:
Alex, Cane and John are three drivers who drive a passenger bus, in shifts, from Paris to Luxembourg every day. Due to the heavy traffic at peak hours, the time it takes for them to travel between the two cities depends on their starting times at the originating city. If they start at 8:00 AM, 9:00 AM or 10:00 AM, it takes 18 hours to travel between the two cities. If they start at 7:00 PM, 8:00 PM or 9:00 PM, it takes them 20 hours to travel between the two cities. If they start at any other time, it takes them 15 hours to travel between the two cities. Each time they reach their destination city, they take rest for 1 hour before proceeding to the next city.
1 trip is defined as the journey from one city to another.
If they start from Paris at 8:00 PM, what is the average time taken by them to travel from Paris to Luxembourg in their first 80 trips?

Instructions:
Alex, Cane and John are three drivers who drive a passenger bus, in shifts, from Paris to Luxembourg every day. Due to the heavy traffic at peak hours, the time it takes for them to travel between the two cities depends on their starting times at the originating city. If they start at 8:00 AM, 9:00 AM or 10:00 AM, it takes 18 hours to travel between the two cities. If they start at 7:00 PM, 8:00 PM or 9:00 PM, it takes them 20 hours to travel between the two cities. If they start at any other time, it takes them 15 hours to travel between the two cities. Each time they reach their destination city, they take rest for 1 hour before proceeding to the next city.
1 trip is defined as the journey from one city to another.
If they start at 6:00 AM from Luxembourg, what is the average time per trip for their first 25 trips?

Instructions:
Alex, Cane and John are three drivers who drive a passenger bus, in shifts, from Paris to Luxembourg every day. Due to the heavy traffic at peak hours, the time it takes for them to travel between the two cities depends on their starting times at the originating city. If they start at 8:00 AM, 9:00 AM or 10:00 AM, it takes 18 hours to travel between the two cities. If they start at 7:00 PM, 8:00 PM or 9:00 PM, it takes them 20 hours to travel between the two cities. If they start at any other time, it takes them 15 hours to travel between the two cities. Each time they reach their destination city, they take rest for 1 hour before proceeding to the next city.
1 trip is defined as the journey from one city to another.
If they start at 4:00 AM from Paris, after a minimum of how many trips (including the first one) will they start from Luxembourg at 8:00 AM?

Instructions:
Alex, Cane and John are three drivers who drive a passenger bus, in shifts, from Paris to Luxembourg every day. Due to the heavy traffic at peak hours, the time it takes for them to travel between the two cities depends on their starting times at the originating city. If they start at 8:00 AM, 9:00 AM or 10:00 AM, it takes 18 hours to travel between the two cities. If they start at 7:00 PM, 8:00 PM or 9:00 PM, it takes them 20 hours to travel between the two cities. If they start at any other time, it takes them 15 hours to travel between the two cities. Each time they reach their destination city, they take rest for 1 hour before proceeding to the next city.
1 trip is defined as the journey from one city to another.
If they start at 2: 00 PM from Luxembourg, how many times will they start between 1:00 PM and 11:00 PM from Paris in their first 100 trips?

Instructions:
A B-school has 4 clubs - Sports, Dramatics, Literary, and Quiz. 60 students joined these clubs in the first year. A person can join only one of these 4 clubs. After the first year was over, some students did not like the club they joined and hence, moved from one club to another.
Further the following information is known:
No student moved from the quiz club to the sports club.
The number of students who moved from dramatics club to the sports club is the same as the number of students who moved from the sports club to the dramatics club. The same is the case with sports club and literary club as well. 
The number of students who moved out from the sports and quiz clubs are equal. 
The number of students who moved to the literary club is one more than the number of persons who moved to the sports club. 
At least one student moved from the sports club to literary club.
The number of students who left the quiz club for the dramatics club and the literary club is the same. 
A total of 21 students shifted from one club to another. 
4 students moved out of dramatics club and 5 students moved out of literary club.
The number of students who joined sports club is exactly half the number of students who left it.
The number of students who left other clubs for dramatics club is 4 more than the number of students who left other clubs for the quiz club.
From which club did maximum number of people leave for the dramatics club?

Instructions:
A B-school has 4 clubs - Sports, Dramatics, Literary, and Quiz. 60 students joined these clubs in the first year. A person can join only one of these 4 clubs. After the first year was over, some students did not like the club they joined and hence, moved from one club to another.
Further the following information is known:
No student moved from the quiz club to the sports club.
The number of students who moved from dramatics club to the sports club is the same as the number of students who moved from the sports club to the dramatics club. The same is the case with sports club and literary club as well. 
The number of students who moved out from the sports and quiz clubs are equal. 
The number of students who moved to the literary club is one more than the number of persons who moved to the sports club. 
At least one student moved from the sports club to literary club.
The number of students who left the quiz club for the dramatics club and the literary club is the same. 
A total of 21 students shifted from one club to another. 
4 students moved out of dramatics club and 5 students moved out of literary club.
The number of students who joined sports club is exactly half the number of students who left it.
The number of students who left other clubs for dramatics club is 4 more than the number of students who left other clubs for the quiz club.
How many persons moved from the sports club to quiz club?

Instructions:
A B-school has 4 clubs - Sports, Dramatics, Literary, and Quiz. 60 students joined these clubs in the first year. A person can join only one of these 4 clubs. After the first year was over, some students did not like the club they joined and hence, moved from one club to another.
Further the following information is known:
No student moved from the quiz club to the sports club.
The number of students who moved from dramatics club to the sports club is the same as the number of students who moved from the sports club to the dramatics club. The same is the case with sports club and literary club as well. 
The number of students who moved out from the sports and quiz clubs are equal. 
The number of students who moved to the literary club is one more than the number of persons who moved to the sports club. 
At least one student moved from the sports club to literary club.
The number of students who left the quiz club for the dramatics club and the literary club is the same. 
A total of 21 students shifted from one club to another. 
4 students moved out of dramatics club and 5 students moved out of literary club.
The number of students who joined sports club is exactly half the number of students who left it.
The number of students who left other clubs for dramatics club is 4 more than the number of students who left other clubs for the quiz club.
What is the absolute difference between the number of students who joined literary club and the number of students who left it?

Instructions:
A B-school has 4 clubs - Sports, Dramatics, Literary, and Quiz. 60 students joined these clubs in the first year. A person can join only one of these 4 clubs. After the first year was over, some students did not like the club they joined and hence, moved from one club to another.
Further the following information is known:
No student moved from the quiz club to the sports club.
The number of students who moved from dramatics club to the sports club is the same as the number of students who moved from the sports club to the dramatics club. The same is the case with sports club and literary club as well. 
The number of students who moved out from the sports and quiz clubs are equal. 
The number of students who moved to the literary club is one more than the number of persons who moved to the sports club. 
At least one student moved from the sports club to literary club.
The number of students who left the quiz club for the dramatics club and the literary club is the same. 
A total of 21 students shifted from one club to another. 
4 students moved out of dramatics club and 5 students moved out of literary club.
The number of students who joined sports club is exactly half the number of students who left it.
The number of students who left other clubs for dramatics club is 4 more than the number of students who left other clubs for the quiz club.
The strength of which club decreased the most after the change?

Read the information carefully and answer the questions that follow.
Eight friends, Abhi, Anupam, Deepak, Vinod, Prakash, Neha, Sukriti, and Jyoti are the alumni from different colleges viz. IIM A, IIM B, IIM C, IIM L, IIM K, IIM I, IIM R, IIM S, not necessarily in that order are sitting around a round table with eight seats.. Further, they are working in different domains viz. HR, Marketing, Finance, Operations, Consulting, Strategy, Sales, and General Management not in any particular order. It is also known that:
1. The friend, who is sitting opposite Vinod, works in General management and is an alumnus of IIM I.
2. Neha is sitting opposite the friend working in Marketing while the friends working in HR and Strategy are sitting adjacent to each other.
3. The alumnus from IIM K, who works in Strategy is sitting opposite the alumnus from IIM C, who works in Operations.
4. Anupam works in Finance and he sits second to the left of Prakash, who sits to the immediate right of Jyoti.
5. The alumnus of IIM S sits second to the right of Abhi, who sits opposite the alumnus from IIM B.
6. Vinod, who works in Consulting, sits adjacent to the friend working in Sales. Deepak sits opposite the friend who is an alumnus of IIM R.
7. The friends working in Sales and Marketing sit opposite each other and Prakash does not work in Marketing.
8. Anupam is an alumnus of IIM B. The alumnus of IIM A sits second to the right of Jyoti.
Who is sitting opposite Neha?

Read the information carefully and answer the questions that follow.
Eight friends, Abhi, Anupam, Deepak, Vinod, Prakash, Neha, Sukriti, and Jyoti are the alumni from different colleges viz. IIM A, IIM B, IIM C, IIM L, IIM K, IIM I, IIM R, IIM S, not necessarily in that order are sitting around a round table with eight seats.. Further, they are working in different domains viz. HR, Marketing, Finance, Operations, Consulting, Strategy, Sales, and General Management not in any particular order. It is also known that:
1. The friend, who is sitting opposite Vinod, works in General management and is an alumnus of IIM I.
2. Neha is sitting opposite the friend working in Marketing while the friends working in HR and Strategy are sitting adjacent to each other.
3. The alumnus from IIM K, who works in Strategy is sitting opposite the alumnus from IIM C, who works in Operations.
4. Anupam works in Finance and he sits second to the left of Prakash, who sits to the immediate right of Jyoti.
5. The alumnus of IIM S sits second to the right of Abhi, who sits opposite the alumnus from IIM B.
6. Vinod, who works in Consulting, sits adjacent to the friend working in Sales. Deepak sits opposite the friend who is an alumnus of IIM R.
7. The friends working in Sales and Marketing sit opposite each other and Prakash does not work in Marketing.
8. Anupam is an alumnus of IIM B. The alumnus of IIM A sits second to the right of Jyoti.
Who is an alumnus of IIM C?

Read the information carefully and answer the questions that follow.
Eight friends, Abhi, Anupam, Deepak, Vinod, Prakash, Neha, Sukriti, and Jyoti are the alumni from different colleges viz. IIM A, IIM B, IIM C, IIM L, IIM K, IIM I, IIM R, IIM S, not necessarily in that order are sitting around a round table with eight seats.. Further, they are working in different domains viz. HR, Marketing, Finance, Operations, Consulting, Strategy, Sales, and General Management not in any particular order. It is also known that:
1. The friend, who is sitting opposite Vinod, works in General management and is an alumnus of IIM I.
2. Neha is sitting opposite the friend working in Marketing while the friends working in HR and Strategy are sitting adjacent to each other.
3. The alumnus from IIM K, who works in Strategy is sitting opposite the alumnus from IIM C, who works in Operations.
4. Anupam works in Finance and he sits second to the left of Prakash, who sits to the immediate right of Jyoti.
5. The alumnus of IIM S sits second to the right of Abhi, who sits opposite the alumnus from IIM B.
6. Vinod, who works in Consulting, sits adjacent to the friend working in Sales. Deepak sits opposite the friend who is an alumnus of IIM R.
7. The friends working in Sales and Marketing sit opposite each other and Prakash does not work in Marketing.
8. Anupam is an alumnus of IIM B. The alumnus of IIM A sits second to the right of Jyoti.
What is the position of the friend who is an alumnus of IIM A with respect to the friend who works in HR?

Instructions:
A code ABCDEFGH where A, B, C, D, E, F, G, H are all digits, guards the secret formula of a high demand soft drink. The code should follow the following constraints:
1. The 2 digit number AB should be a multiple of 11.
2. The digit C should be a multiple of B.
3. The digit D should be a multiple of B.
4. The 2-digit number EF should be a multiple of the 2-digit number CD.
5. G and H can be any 2 consecutive digits from 1 to 9 such that G6. None of the digits should be zero or one.
Based on the information given above, answer the questions that follow.
How many codes are possible if all the digits from A to H are greater than 4?

Instructions:
A code ABCDEFGH where A, B, C, D, E, F, G, H are all digits, guards the secret formula of a high demand soft drink. The code should follow the following constraints:
1. The 2 digit number AB should be a multiple of 11.
2. The digit C should be a multiple of B.
3. The digit D should be a multiple of B.
4. The 2-digit number EF should be a multiple of the 2-digit number CD.
5. G and H can be any 2 consecutive digits from 1 to 9 such that G6. None of the digits should be zero or one.
Based on the information given above, answer the questions that follow.
What is the absolute difference between the number of valid codes and invalid codes among the ones given below?22666689
33996656
99999912
22469234
55555556
44848434
22489667
33333332
44888845 

Instructions:
A code ABCDEFGH where A, B, C, D, E, F, G, H are all digits, guards the secret formula of a high demand soft drink. The code should follow the following constraints:
1. The 2 digit number AB should be a multiple of 11.
2. The digit C should be a multiple of B.
3. The digit D should be a multiple of B.
4. The 2-digit number EF should be a multiple of the 2-digit number CD.
5. G and H can be any 2 consecutive digits from 1 to 9 such that G6. None of the digits should be zero or one.
Based on the information given above, answer the questions that follow.
How many codes are possible such that each digit from A to H is necessarily prime?

Instructions:
A code ABCDEFGH where A, B, C, D, E, F, G, H are all digits, guards the secret formula of a high demand soft drink. The code should follow the following constraints:
1. The 2 digit number AB should be a multiple of 11.
2. The digit C should be a multiple of B.
3. The digit D should be a multiple of B.
4. The 2-digit number EF should be a multiple of the 2-digit number CD.
5. G and H can be any 2 consecutive digits from 1 to 9 such that G6. None of the digits should be zero or one.
Based on the information given above, answer the questions that follow.
How many codes are possible?

The government had not declared many parts of the state as drought-hit to help farmers get loans.
A. The farmers want their area to be declared drought-hit.
B. Farmers in the state need loans.
C. Farmers in drought-hit area are not given loans.
D. The farmers in the areas not hit by drought do not need loans.
Which assumption will be perfect for statement