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Complaints about works canteen had been about mess (M) food (F) and service (S) total complaint 173 were received as follows n(m)=110 n(f)55 n(s)=6 n(m and f not s)=20 N(m and s not f)=11 n(f and s not m)=16 Determine the complainant about all three?
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Complaints about the Works Canteen
The complaints about the works canteen can be categorized into three main aspects: mess, food, and service. Let's analyze the given information and determine the number of complainants who had issues with all three aspects.
Given Data:
- Total complaints received: 173
- Number of complaints about mess (M): n(M) = 110
- Number of complaints about food (F): n(F) = 55
- Number of complaints about service (S): n(S) = 6
- Number of complaints about mess and food, but not service: n(M and F, not S) = 20
- Number of complaints about mess and service, but not food: n(M and S, not F) = 11
- Number of complaints about food and service, but not mess: n(F and S, not M) = 16
Determining the Number of Complainants about All Three:
To determine the number of complainants who had issues with all three aspects (mess, food, and service), we need to find the intersection of the three complaint categories.
We can use the principle of inclusion-exclusion to calculate the number of complainants who had issues with all three aspects:
n(M and F and S) = n(M) + n(F) + n(S) - n(M and F, not S) - n(M and S, not F) - n(F and S, not M) + Total Complaints
By substituting the given values:
n(M and F and S) = 110 + 55 + 6 - 20 - 11 - 16 + 173
n(M and F and S) = 197 - 47
n(M and F and S) = 150
Therefore, there were 150 complainants who had issues with all three aspects: mess, food, and service.
Conclusion:
Out of the total 173 complaints received, 150 complainants had issues with all three aspects of the works canteen. This indicates a significant overlap in the complaints, suggesting that the canteen needs to address these concerns comprehensively. By addressing the issues related to mess, food, and service simultaneously, the canteen can work towards improving the overall experience for its users.
The complaints about the works canteen can be categorized into three main aspects: mess, food, and service. Let's analyze the given information and determine the number of complainants who had issues with all three aspects.
Given Data:
- Total complaints received: 173
- Number of complaints about mess (M): n(M) = 110
- Number of complaints about food (F): n(F) = 55
- Number of complaints about service (S): n(S) = 6
- Number of complaints about mess and food, but not service: n(M and F, not S) = 20
- Number of complaints about mess and service, but not food: n(M and S, not F) = 11
- Number of complaints about food and service, but not mess: n(F and S, not M) = 16
Determining the Number of Complainants about All Three:
To determine the number of complainants who had issues with all three aspects (mess, food, and service), we need to find the intersection of the three complaint categories.
We can use the principle of inclusion-exclusion to calculate the number of complainants who had issues with all three aspects:
n(M and F and S) = n(M) + n(F) + n(S) - n(M and F, not S) - n(M and S, not F) - n(F and S, not M) + Total Complaints
By substituting the given values:
n(M and F and S) = 110 + 55 + 6 - 20 - 11 - 16 + 173
n(M and F and S) = 197 - 47
n(M and F and S) = 150
Therefore, there were 150 complainants who had issues with all three aspects: mess, food, and service.
Conclusion:
Out of the total 173 complaints received, 150 complainants had issues with all three aspects of the works canteen. This indicates a significant overlap in the complaints, suggesting that the canteen needs to address these concerns comprehensively. By addressing the issues related to mess, food, and service simultaneously, the canteen can work towards improving the overall experience for its users.
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Complaints about works canteen had been about mess (M) food (F) and service (S) total complaint 173 were received as follows n(m)=110 n(f)55 n(s)=6 n(m and f not s)=20 N(m and s not f)=11 n(f and s not m)=16 Determine the complainant about all three?
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Complaints about works canteen had been about mess (M) food (F) and service (S) total complaint 173 were received as follows n(m)=110 n(f)55 n(s)=6 n(m and f not s)=20 N(m and s not f)=11 n(f and s not m)=16 Determine the complainant about all three? for CA Foundation 2025 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about Complaints about works canteen had been about mess (M) food (F) and service (S) total complaint 173 were received as follows n(m)=110 n(f)55 n(s)=6 n(m and f not s)=20 N(m and s not f)=11 n(f and s not m)=16 Determine the complainant about all three? covers all topics & solutions for CA Foundation 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Complaints about works canteen had been about mess (M) food (F) and service (S) total complaint 173 were received as follows n(m)=110 n(f)55 n(s)=6 n(m and f not s)=20 N(m and s not f)=11 n(f and s not m)=16 Determine the complainant about all three?.
Complaints about works canteen had been about mess (M) food (F) and service (S) total complaint 173 were received as follows n(m)=110 n(f)55 n(s)=6 n(m and f not s)=20 N(m and s not f)=11 n(f and s not m)=16 Determine the complainant about all three? for CA Foundation 2025 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about Complaints about works canteen had been about mess (M) food (F) and service (S) total complaint 173 were received as follows n(m)=110 n(f)55 n(s)=6 n(m and f not s)=20 N(m and s not f)=11 n(f and s not m)=16 Determine the complainant about all three? covers all topics & solutions for CA Foundation 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Complaints about works canteen had been about mess (M) food (F) and service (S) total complaint 173 were received as follows n(m)=110 n(f)55 n(s)=6 n(m and f not s)=20 N(m and s not f)=11 n(f and s not m)=16 Determine the complainant about all three?.
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