Directions: Study the given information carefully and answer the question that follows.MNO institute organises a competition of Singing, Dancing and Acting. In this competition, one person can participate in one or more competitions. Except 1/4th of the competitors, all participate in Dancing. The number of participants participating in Dancing is 15 times the number of participants participating in Singing only. The number of participants participating in both Singing and Acting but not in Dancing is 20. The number of participants participating in Singing only is 40 less than the number of participants participating in Acting only. The number of participants participating in Dancing only is thrice the number of participants participating in Acting only. The number of participants participating in Singing is one-third the number of participants participating in Dancing.What is the total number of participants?a)400b)600c)800d)900e)1000Correct answer is option 'A'. Can you explain this answer?

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Directions: Study the given information carefully and answer the question that follows.

MNO institute organises a competition of Singing, Dancing and Acting. In this competition, one person can participate in one or more competitions. Except 1/4^th of the competitors, all participate in Dancing. The number of participants participating in Dancing is 15 times the number of participants participating in Singing only. The number of participants participating in both Singing and Acting but not in Dancing is 20. The number of participants participating in Singing only is 40 less than the number of participants participating in Acting only. The number of participants participating in Dancing only is thrice the number of participants participating in Acting only. The number of participants participating in Singing is one-third the number of participants participating in Dancing.

What is the total number of participants?

a)
400
b)
600
c)
800
d)
900
e)
1000

Correct answer is option 'A'. Can you explain this answer?

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Directions: Study the given information carefully and answer the ques...

Let total participants = 100x

Number of participants in Dancing = (3/4)100x = 75x

Number of participants in Singing only = 5x

Number of participants in Acting only = 5x + 40

Number of participants in both Singing and Acting but not in Dancing = 20

(100x - 75x - 5x) - (5x + 40) = 20

15x - 40 = 20

15x = 60

x = 4

Total number of participants in Dancing = 75 × 4 = 300

Participants in Acting only = 5 × 4 + 40 = 60

Number of participants in Dancing only = 3 × 60 = 180

Number of participants in Singing = (1/3) × 300 = 100

So, number of participants in both Dancing and Acting but not in Singing = 300 - 180 - 60 = 60

Total number of participants = 60 + 180 + 100 + 60 = 400

Answered by Notes Wala · View profile

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Directions: Study the given information carefully and answer the question that follows.MNO institute organises a competition of Singing, Dancing and Acting. In this competition, one person can participate in one or more competitions. Except 1/4th of the competitors, all participate in Dancing. The number of participants participating in Dancing is 15 times the number of participants participating in Singing only. The number of participants participating in both Singing and Acting but not in Dancing is 20. The number of participants participating in Singing only is 40 less than the number of participants participating in Acting only. The number of participants participating in Dancing only is thrice the number of participants participating in Acting only. The number of participants participating in Singing is one-third the number of participants participating in Dancing.What is the ratio of the number of participants in Dancing only to that in Singing only?

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Directions: Study the following information carefully and answer accordingly.In a competition, among a certain number of participants (Boy + Girl), some participate in both the events of Dancing and Singing while some of them participate in Singing or Dancing alone.The ratio of Boys to Girls who participate in Dancing and Singing is 4 : 3 and 8 : 13 respectively, while the ratio of Boy to Girl who participates in both the events of Singing and Dancing is 2 : 1 and the ratio of Boys to Girls who participate only in the Singing event is 1 : 2. The participation of boys in the Dancing event alone is 10 more than the Girls who participate in it. Boys who participate in both Dancing and Singing is 20% of the Boys who participate in Dancing events alone.Q. Find the ratio of participants who participated only in Dancing to only in Singing.

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Directions: Study the given information carefully and answer the question that follows.MNO institute organises a competition of Singing, Dancing and Acting. In this competition, one person can participate in one or more competitions. Except 1/4th of the competitors, all participate in Dancing. The number of participants participating in Dancing is 15 times the number of participants participating in Singing only. The number of participants participating in both Singing and Acting but not in Dancing is 20. The number of participants participating in Singing only is 40 less than the number of participants participating in Acting only. The number of participants participating in Dancing only is thrice the number of participants participating in Acting only. The number of participants participating in Singing is one-third the number of participants participating in Dancing.What is the total number of participants?a)400b)600c)800d)900e)1000Correct answer is option 'A'. Can you explain this answer?

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Directions: Study the given information carefully and answer the question that follows.MNO institute organises a competition of Singing, Dancing and Acting. In this competition, one person can participate in one or more competitions. Except 1/4th of the competitors, all participate in Dancing. The number of participants participating in Dancing is 15 times the number of participants participating in Singing only. The number of participants participating in both Singing and Acting but not in Dancing is 20. The number of participants participating in Singing only is 40 less than the number of participants participating in Acting only. The number of participants participating in Dancing only is thrice the number of participants participating in Acting only. The number of participants participating in Singing is one-third the number of participants participating in Dancing.What is the total number of participants?a)400b)600c)800d)900e)1000Correct answer is option 'A'. Can you explain this answer? for Banking Exams 2024 is part of Banking Exams preparation. The Question and answers have been prepared according to the Banking Exams exam syllabus. Information about Directions: Study the given information carefully and answer the question that follows.MNO institute organises a competition of Singing, Dancing and Acting. In this competition, one person can participate in one or more competitions. Except 1/4th of the competitors, all participate in Dancing. The number of participants participating in Dancing is 15 times the number of participants participating in Singing only. The number of participants participating in both Singing and Acting but not in Dancing is 20. The number of participants participating in Singing only is 40 less than the number of participants participating in Acting only. The number of participants participating in Dancing only is thrice the number of participants participating in Acting only. The number of participants participating in Singing is one-third the number of participants participating in Dancing.What is the total number of participants?a)400b)600c)800d)900e)1000Correct answer is option 'A'. Can you explain this answer? covers all topics & solutions for Banking Exams 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Directions: Study the given information carefully and answer the question that follows.MNO institute organises a competition of Singing, Dancing and Acting. In this competition, one person can participate in one or more competitions. Except 1/4th of the competitors, all participate in Dancing. The number of participants participating in Dancing is 15 times the number of participants participating in Singing only. The number of participants participating in both Singing and Acting but not in Dancing is 20. The number of participants participating in Singing only is 40 less than the number of participants participating in Acting only. The number of participants participating in Dancing only is thrice the number of participants participating in Acting only. The number of participants participating in Singing is one-third the number of participants participating in Dancing.What is the total number of participants?a)400b)600c)800d)900e)1000Correct answer is option 'A'. Can you explain this answer?.

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