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In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.
Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?
- a)196
- b)217
- c)265
- d)297
Correct answer is option 'D'. Can you explain this answer?
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Most Upvoted Answer
Directions: Read the information carefully and answer the question.In...
To solve this question, we need to analyze the given information and use logical reasoning to find the answer. Let's break down the information and steps to solve the question.
Given information:
- 6 different activities are organized in the summer camp.
- Each student can participate in only one activity.
- The number of students participating in dancing is the average of the number of students participating in swimming and cooking.
- 32% of the total number of students participate in cooking, which is equal to 288.
- 5/18 of the total number of students participate in swimming.
- Boxing and karate have the same number of participants, which is 12% of the students who participated in swimming.
- The rest of the students participate in singing.
- The total number of boys participating in the camp is 67% of the total number of students participating in the camp.
Step 1: Find the number of students participating in cooking.
We are given that 32% of the total number of students participate in cooking, and this number is 288. We can use this information to find the total number of students.
Let's assume the total number of students participating in the camp is "x".
So, 32% of x = 288.
(32/100) * x = 288.
x = (288 * 100) / 32.
x = 900.
Therefore, the total number of students participating in the camp is 900.
Step 2: Find the number of students participating in swimming.
We are given that 5/18 of the total number of students participate in swimming. Using the value of x from Step 1, we can find the number of students participating in swimming.
(5/18) * 900 = 250.
Therefore, the number of students participating in swimming is 250.
Step 3: Find the number of students participating in boxing and karate.
It is given that boxing and karate have the same number of participants, which is 12% of the students who participated in swimming.
So, 12% of 250 = (12/100) * 250 = 30.
Therefore, the number of students participating in boxing and karate is 30.
Step 4: Find the number of students participating in dancing.
It is given that the number of students participating in dancing is the average of the number of students participating in swimming and cooking.
So, the average of 250 (swimming) and 288 (cooking) = (250 + 288) / 2 = 538 / 2 = 269.
Therefore, the number of students participating in dancing is 269.
Step 5: Find the number of students participating in singing.
The remaining students who did not participate in cooking, swimming, boxing, karate, or dancing participate in singing.
Total students - (Cooking + Swimming + Boxing + Karate + Dancing) = 900 - (288 + 250 + 30 + 30 + 269) = 33.
Therefore, the number of students participating in singing is 33.
Step 6: Find the number of boys participating in the camp.
We are given that the total number of boys participating in the camp is 67% of the total number of students participating in the camp.
So, 67% of 900 = (67/100) * 900 = 603.
Therefore, the number of
Given information:
- 6 different activities are organized in the summer camp.
- Each student can participate in only one activity.
- The number of students participating in dancing is the average of the number of students participating in swimming and cooking.
- 32% of the total number of students participate in cooking, which is equal to 288.
- 5/18 of the total number of students participate in swimming.
- Boxing and karate have the same number of participants, which is 12% of the students who participated in swimming.
- The rest of the students participate in singing.
- The total number of boys participating in the camp is 67% of the total number of students participating in the camp.
Step 1: Find the number of students participating in cooking.
We are given that 32% of the total number of students participate in cooking, and this number is 288. We can use this information to find the total number of students.
Let's assume the total number of students participating in the camp is "x".
So, 32% of x = 288.
(32/100) * x = 288.
x = (288 * 100) / 32.
x = 900.
Therefore, the total number of students participating in the camp is 900.
Step 2: Find the number of students participating in swimming.
We are given that 5/18 of the total number of students participate in swimming. Using the value of x from Step 1, we can find the number of students participating in swimming.
(5/18) * 900 = 250.
Therefore, the number of students participating in swimming is 250.
Step 3: Find the number of students participating in boxing and karate.
It is given that boxing and karate have the same number of participants, which is 12% of the students who participated in swimming.
So, 12% of 250 = (12/100) * 250 = 30.
Therefore, the number of students participating in boxing and karate is 30.
Step 4: Find the number of students participating in dancing.
It is given that the number of students participating in dancing is the average of the number of students participating in swimming and cooking.
So, the average of 250 (swimming) and 288 (cooking) = (250 + 288) / 2 = 538 / 2 = 269.
Therefore, the number of students participating in dancing is 269.
Step 5: Find the number of students participating in singing.
The remaining students who did not participate in cooking, swimming, boxing, karate, or dancing participate in singing.
Total students - (Cooking + Swimming + Boxing + Karate + Dancing) = 900 - (288 + 250 + 30 + 30 + 269) = 33.
Therefore, the number of students participating in singing is 33.
Step 6: Find the number of boys participating in the camp.
We are given that the total number of boys participating in the camp is 67% of the total number of students participating in the camp.
So, 67% of 900 = (67/100) * 900 = 603.
Therefore, the number of
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Community Answer
Directions: Read the information carefully and answer the question.In...
As per the given information,
Let the total number of students who participate in the summer camp = x
Now, 32% of x = 288
32/100 of x = 288
x = 900
Therefore, total number of students = 900
Now, number of students who participate in swimming = 5/18 of 900 = 250
and cooking = 
= 269
= 269Further,
Let the number of students who participate in boxing = Number of students who participate in karate = m
m + m =12% of 250
2m = 12/100 of 250
2m = 30
m = 15
Now, total number of students who participate in singing = 900 – (288 + 250 + 269 + 15 + 15) = 900 – 837 = 63
Now, as per the question,
Since the number of boys who participate in camp = 67% of the total number of students,
67% of 900 = 67/100 × 900 = 603
Therefore, total number of girls who participate in camp = 900 – 603 = 297
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Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer?
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Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer? for CLAT 2024 is part of CLAT preparation. The Question and answers have been prepared according to the CLAT exam syllabus. Information about Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for CLAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer?.
Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer? for CLAT 2024 is part of CLAT preparation. The Question and answers have been prepared according to the CLAT exam syllabus. Information about Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for CLAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer?.
Solutions for Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer? in English & in Hindi are available as part of our courses for CLAT.
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Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer?, a detailed solution for Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer? has been provided alongside types of Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice Directions: Read the information carefully and answer the question.In a summer camp, 6 different activities are organised and each student is allowed to participate in only one activity. The number of students who participate in dancing is the average number of students who participate in swimming and cooking. 32% of the total number of students participate in cooking and the number comes out as 288. 5/18 of the total number of students participate in swimming. Boxing and karate get the same number of students, whose total is 12% of the students who participated in swimming and the rest of the students participated in singing.Q. If the total number of boys who participate in the camp is 67% of the total number of students who participate in the camp, then what is the total number of girls who participate in the camp?a)196b)217c)265d)297Correct answer is option 'D'. Can you explain this answer? tests, examples and also practice CLAT tests.
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