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Out of 1000 student 658 failed in the aggregate, 166 in the aggregate and in group-I 434 in aggregate and in group-II, 372 in group-I, 590 in group-II and 126 in both the groups. How many failed in aggregate but not in group-I and group-II?
  • a)
    206
  • b)
    464
  • c)
    628
  • d)
    164
Correct answer is option 'D'. Can you explain this answer?
Most Upvoted Answer
Out of 1000 student 658 failed in the aggregate, 166 in the aggregate ...
Given data:

- Total number of students = 1000
- Number of students failed in aggregate = 658
- Number of students failed in group-I = 434
- Number of students failed in group-II = 590
- Number of students failed in both group-I and group-II = 126
- Number of students failed in aggregate and in group-I = 166

To find: Number of students failed in aggregate but not in group-I and group-II.

Solution:

First, we can find the number of students who failed in both group-I and group-II as follows:

- Number of students failed in both group-I and group-II = 126

Next, we can find the number of students who failed only in group-I as follows:

- Number of students failed only in group-I = Total number of students failed in group-I - Number of students failed in both group-I and group-II
= 434 - 126 = 308

Similarly, we can find the number of students who failed only in group-II as follows:

- Number of students failed only in group-II = Total number of students failed in group-II - Number of students failed in both group-I and group-II
= 590 - 126 = 464

Now, we can find the number of students who failed in aggregate but not in group-I and group-II as follows:

- Number of students failed in aggregate but not in group-I and group-II = Total number of students failed in aggregate - Number of students failed in group-I - Number of students failed in group-II + Number of students failed in both group-I and group-II
= 658 - 434 - 590 + 126
= 164

Therefore, the number of students failed in aggregate but not in group-I and group-II is 164.
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Out of 1000 student 658 failed in the aggregate, 166 in the aggregate and in group-I 434 in aggregate and in group-II, 372 in group-I, 590 in group-II and 126 in both the groups. How many failed in aggregate but not in group-I and group-II?a)206b)464c)628d)164Correct answer is option 'D'. Can you explain this answer?
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Out of 1000 student 658 failed in the aggregate, 166 in the aggregate and in group-I 434 in aggregate and in group-II, 372 in group-I, 590 in group-II and 126 in both the groups. How many failed in aggregate but not in group-I and group-II?a)206b)464c)628d)164Correct answer is option 'D'. Can you explain this answer? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about Out of 1000 student 658 failed in the aggregate, 166 in the aggregate and in group-I 434 in aggregate and in group-II, 372 in group-I, 590 in group-II and 126 in both the groups. How many failed in aggregate but not in group-I and group-II?a)206b)464c)628d)164Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Out of 1000 student 658 failed in the aggregate, 166 in the aggregate and in group-I 434 in aggregate and in group-II, 372 in group-I, 590 in group-II and 126 in both the groups. How many failed in aggregate but not in group-I and group-II?a)206b)464c)628d)164Correct answer is option 'D'. Can you explain this answer?.
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