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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?
    Correct answer is '1'. Can you explain this answer?
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    Instructions:A B-school has 4 clubs - Sports, Dramatics, Literary, and...
    Let us start by tabulating the data available.
    We have no information about the number of persons in each club. 
    The sports-sports cell in the table represents the number of persons from sports club who stayed in sports club. Since we do not have this information (we have information only regarding the movement from one club to another), let us mark all such cells with X. 
    The cell sports-dramatics (row-column) represents the number of students from sports club who left for dramatics club. Therefore, the cell sports-total will provide the number of students who left the sports club and the cell total-sports will provide the number of students who left other clubs for the sports club. 
    The number of persons who moved from dramatics club to the sports club is the same as the number of persons who moved from the sports club to the dramatics club. The same is the case with sports club and literary club as well. Let us use ‘a’ to denote the number of persons who moved from the dramatics club to the sports club and ‘b’ to denote the number of persons who moved from sports club to literary club. The number of persons who moved out of sports and quiz clubs is the same. Let us denote it by ‘c’. 
     A total of 21 students left one club for another. No person moved from the quiz club to sports club (quiz-sports = 0).
    The number of persons who moved to the literary club is one more than the number of persons who moved to the sports club. Let the number of persons who moved to the literary club be ‘d+1’ and the number of persons who moved to the sports club be ‘d’.
    The number of persons who left the quiz club for the dramatics club and the literary club is the same. Let us denote the number of persons who left the quiz club for dramatics club by ‘e’.  4 students moved out of dramatics club and 5 students moved out of literary club.
    As we can see from the table, c+c+4+5 =21
    ⇒ c = 6 
    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.
    Let the number of students who left other clubs for quiz club be ‘f’.
    ⇒ Number of students who left other clubs for dramatics club = f + 4.
    The number of students who joined sports club is exactly half the number of students who left it. We know that 6 students left the sports club. Therefore, 3 students should have joined the sports club.  ⇒ d = 3
    We can see from the table that e + e = 6 
    ⇒ e = 3 
    Let us fill the vacant cells with variables from g to k. We get the following table. 
    f + f + 4 + 3 + 4 = 21
    ⇒ 2f = 10
    f = 5
    a+b = 3
    a+b+i = 6
    ⇒ i = 3
    a+h+j = 4 --------------(1)
    b+h = 1 ----------------(2)
    a+b = 3 ----------------(3)
    b+g+k = 5 -------------(4)
    j + k = 2 --------------(5)
    a+g = 6 ---------------(6)
    Let us rewrite every variable in terms of 'a'.
    b = 3-a
    g =6-a
    Substituting these values in (4), we get,
    3-a+6-a+k = 5
    9-2a+k = 5
    k = 2a-4
    Substituting the value of 'k' in (5), we get,
    j+2a-4 = 2
    j = 6-2a
    (1)⇒ a+h+j = 4
    a + h + 6 - 2a = 4
    ⇒ h = a - 2
    It has been given that at least one student moved from Sports to Literary club. Therefore, the value of 'a' cannot be 3.
    We know that k=2a-4. Therefore, the value of 'a' should be at least 2. 
    2 is the only value that falls within the range.
    Solving the equations using a=2, we get the following table:

    Number of persons who joined literary club = 4
    Number of persons who left literary club = 5
    Therefore, the required difference is 5-4 = 1.
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    Most Upvoted Answer
    Instructions:A B-school has 4 clubs - Sports, Dramatics, Literary, and...
    Understanding the Problem
    Given information:
    - 60 students joined the 4 clubs initially.
    - Some students moved from one club to another after the first year.
    - Total 21 students shifted clubs.
    - 4 students moved out of Dramatics club and 5 students moved out of Literary club.

    Analysis of Club Movements
    - No student moved from the Quiz club to the Sports club.
    - The number of students who moved from Dramatics to Sports is equal to the number who moved from Sports to Dramatics.
    - The same is the case with Sports and Literary clubs.
    - The number of students who moved out of Sports and Quiz clubs are equal.
    - The number of students who moved to Literary is one more than those who moved to Sports.

    Finding the Absolute Difference
    - At least one student moved from Sports to Literary.
    - The number of students who left Quiz for Dramatics and Literary is the same.
    - The number of students who joined Sports is half the number who left it.
    - The number who left other clubs for Dramatics is 4 more than those who left for Quiz.

    Solution
    - Let's assign variables to the number of students who moved from one club to another.
    - Let's create equations based on the given information to find the number of students in each club after the movements.
    - By solving the equations, we can find the number of students who joined Literary and the number who left it.
    - The absolute difference between these two numbers is 1.
    Therefore, the absolute difference between the number of students who joined the Literary club and the number who left it is 1.
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    Community Answer
    Instructions:A B-school has 4 clubs - Sports, Dramatics, Literary, and...
    Let us start by tabulating the data available.
    We have no information about the number of persons in each club. 
    The sports-sports cell in the table represents the number of persons from sports club who stayed in sports club. Since we do not have this information (we have information only regarding the movement from one club to another), let us mark all such cells with X. 
    The cell sports-dramatics (row-column) represents the number of students from sports club who left for dramatics club. Therefore, the cell sports-total will provide the number of students who left the sports club and the cell total-sports will provide the number of students who left other clubs for the sports club. 
    The number of persons who moved from dramatics club to the sports club is the same as the number of persons who moved from the sports club to the dramatics club. The same is the case with sports club and literary club as well. Let us use ‘a’ to denote the number of persons who moved from the dramatics club to the sports club and ‘b’ to denote the number of persons who moved from sports club to literary club. The number of persons who moved out of sports and quiz clubs is the same. Let us denote it by ‘c’. 
     A total of 21 students left one club for another. No person moved from the quiz club to sports club (quiz-sports = 0).
    The number of persons who moved to the literary club is one more than the number of persons who moved to the sports club. Let the number of persons who moved to the literary club be ‘d+1’ and the number of persons who moved to the sports club be ‘d’.
    The number of persons who left the quiz club for the dramatics club and the literary club is the same. Let us denote the number of persons who left the quiz club for dramatics club by ‘e’.  4 students moved out of dramatics club and 5 students moved out of literary club.
    As we can see from the table, c+c+4+5 =21
    ⇒ c = 6 
    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.
    Let the number of students who left other clubs for quiz club be ‘f’.
    ⇒ Number of students who left other clubs for dramatics club = f + 4.
    The number of students who joined sports club is exactly half the number of students who left it. We know that 6 students left the sports club. Therefore, 3 students should have joined the sports club.  ⇒ d = 3
    We can see from the table that e + e = 6 
    ⇒ e = 3 
    Let us fill the vacant cells with variables from g to k. We get the following table. 
    f + f + 4 + 3 + 4 = 21
    ⇒ 2f = 10
    f = 5
    a+b = 3
    a+b+i = 6
    ⇒ i = 3
    a+h+j = 4 --------------(1)
    b+h = 1 ----------------(2)
    a+b = 3 ----------------(3)
    b+g+k = 5 -------------(4)
    j + k = 2 --------------(5)
    a+g = 6 ---------------(6)
    Let us rewrite every variable in terms of 'a'.
    b = 3-a
    g =6-a
    Substituting these values in (4), we get,
    3-a+6-a+k = 5
    9-2a+k = 5
    k = 2a-4
    Substituting the value of 'k' in (5), we get,
    j+2a-4 = 2
    j = 6-2a
    (1)⇒ a+h+j = 4
    a + h + 6 - 2a = 4
    ⇒ h = a - 2
    It has been given that at least one student moved from Sports to Literary club. Therefore, the value of 'a' cannot be 3.
    We know that k=2a-4. Therefore, the value of 'a' should be at least 2. 
    2 is the only value that falls within the range.
    Solving the equations using a=2, we get the following table:

    Number of persons who joined literary club = 4
    Number of persons who left literary club = 5
    Therefore, the required difference is 5-4 = 1.
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    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?

    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?

    Read the passage and answer the questions that follow.Discussions over misinformation, disinformation, and ‘fake news’ have reignited interest in news literacy. A wide range of different actors — from educators to technology companies — believe that raising news literacy would make people better able to separate fact from fiction, potentially limiting the spread of false information and leaving them better equipped to navigate partisan media environments. Others, however, have struck a note of caution by arguing that we need to think carefully about what news literacy should look like. In the past, news literacy largely meant teaching people to be sceptical or giving them ways of questioning the stories told by the mass media. How useful are such skills in a world where many believe that trust in institutions, including the news media, is already dangerously low?The answer lies in considering the relationship between trust and news literacy. Many people hope that increasing overall levels of news literacy will reverse the decline in news trust we see in many countries as people will have better judgement. This sounds like a reasonable assumption, but news literacy may also go hand in hand with a high degree of scepticism. Even if we focus on news production, the more people know about how the news is made, the more knowledgeable they will be about its limitations and imperfections. This may be why we see only a very small increase in trust levels as news literacy increases.We must also consider the possibility that those with higher levels of news literacy may rely less on social media for news, yet they appear to be more discerning when they do use it. When deciding whether to click through to a story, they are more likely to pay attention to a range of different credibility cues. Compared to those with lower levels of news literacy, they are more likely to say that the news brand, the headline, and the person who shared the story are important in deciding whether it is worth their time.The exception to this rule is the number of comments, likes, or shares, which is the least important cue across all groups but is more important among those with the lowest level of news literacy. However, they are also less likely to share or comment on news themselves, so the simple idea that low-quality news is primarily spread by people with low news literacy may only be partly true. The use of social media for news has often been associated with more diverse news diets, increases in political participation, and modest depolarization of political attitudes. So as search engines and social media become more important to the news ecosystem, any attempt to raise news literacy should also aim to improve the knowledge of both the positive and negative outcomes.Q.Which of the following is a person with higher news literacy least likely to read?

    Read the passage and answer the questions that follow.Discussions over misinformation, disinformation, and ‘fake news’ have reignited interest in news literacy. A wide range of different actors — from educators to technology companies — believe that raising news literacy would make people better able to separate fact from fiction, potentially limiting the spread of false information and leaving them better equipped to navigate partisan media environments. Others, however, have struck a note of caution by arguing that we need to think carefully about what news literacy should look like. In the past, news literacy largely meant teaching people to be sceptical or giving them ways of questioning the stories told by the mass media. How useful are such skills in a world where many believe that trust in institutions, including the news media, is already dangerously low?The answer lies in considering the relationship between trust and news literacy. Many people hope that increasing overall levels of news literacy will reverse the decline in news trust we see in many countries as people will have better judgement. This sounds like a reasonable assumption, but news literacy may also go hand in hand with a high degree of scepticism. Even if we focus on news production, the more people know about how the news is made, the more knowledgeable they will be about its limitations and imperfections. This may be why we see only a very small increase in trust levels as news literacy increases.We must also consider the possibility that those with higher levels of news literacy may rely less on social media for news, yet they appear to be more discerning when they do use it. When deciding whether to click through to a story, they are more likely to pay attention to a range of different credibility cues. Compared to those with lower levels of news literacy, they are more likely to say that the news brand, the headline, and the person who shared the story are important in deciding whether it is worth their time.The exception to this rule is the number of comments, likes, or shares, which is the least important cue across all groups but is more important among those with the lowest level of news literacy. However, they are also less likely to share or comment on news themselves, so the simple idea that low-quality news is primarily spread by people with low news literacy may only be partly true. The use of social media for news has often been associated with more diverse news diets, increases in political participation, and modest depolarization of political attitudes. So as search engines and social media become more important to the news ecosystem, any attempt to raise news literacy should also aim to improve the knowledge of both the positive and negative outcomes.Q.Which of the following statements is the author most likely to disagree with?

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    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?Correct answer is '1'. Can you explain this answer?
    Question Description
    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?Correct answer is '1'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about 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?Correct answer is '1'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for 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?Correct answer is '1'. Can you explain this answer?.
    Solutions for 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?Correct answer is '1'. Can you explain this answer? in English & in Hindi are available as part of our courses for CAT. Download more important topics, notes, lectures and mock test series for CAT Exam by signing up for free.
    Here you can find the meaning of 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?Correct answer is '1'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of 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?Correct answer is '1'. Can you explain this answer?, a detailed solution for 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?Correct answer is '1'. Can you explain this answer? has been provided alongside types of 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?Correct answer is '1'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice 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?Correct answer is '1'. 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