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A survey of 1000 customers revealed the following in respect of their buying habits of different grades: A grade A and C C grade A grade but A grade C and B None only grades not B grade grades 180 80 480 230 360 80 140 How many buy B grade?
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A survey of 1000 customers revealed the following in respect of their ...
Solution:
Finding the Total Number of Customers who Buy B Grade
To find the number of customers who buy B grade, we need to use the information given in the table and calculate the missing value. Let's start by calculating the total number of customers who buy A and C grades.
- Total number of customers who buy A grade = 180 + 80 + 480 = 740
- Total number of customers who buy C grade = 360 + 80 + 140 = 580
Now we can use the information given in the table to calculate the number of customers who buy only A and C grades. We know that:
- Number of customers who buy only A grade = 740 - 230 = 510
- Number of customers who buy only C grade = 580 - 230 = 350
Finally, we can use the information given in the table to calculate the number of customers who buy B grade. We know that:
- Number of customers who buy both A and C grades = 230
- Number of customers who buy none of the grades = 1000 - (180 + 80 + 480 + 230 + 360 + 80 + 140) = 40
Therefore, the number of customers who buy B grade = 40 + 510 + 350 - 230 = 670.
Conclusion:
The number of customers who buy B grade is 670.
Finding the Total Number of Customers who Buy B Grade
To find the number of customers who buy B grade, we need to use the information given in the table and calculate the missing value. Let's start by calculating the total number of customers who buy A and C grades.
- Total number of customers who buy A grade = 180 + 80 + 480 = 740
- Total number of customers who buy C grade = 360 + 80 + 140 = 580
Now we can use the information given in the table to calculate the number of customers who buy only A and C grades. We know that:
- Number of customers who buy only A grade = 740 - 230 = 510
- Number of customers who buy only C grade = 580 - 230 = 350
Finally, we can use the information given in the table to calculate the number of customers who buy B grade. We know that:
- Number of customers who buy both A and C grades = 230
- Number of customers who buy none of the grades = 1000 - (180 + 80 + 480 + 230 + 360 + 80 + 140) = 40
Therefore, the number of customers who buy B grade = 40 + 510 + 350 - 230 = 670.
Conclusion:
The number of customers who buy B grade is 670.
Community Answer
A survey of 1000 customers revealed the following in respect of their ...
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A survey of 1000 customers revealed the following in respect of their buying habits of different grades: A grade A and C C grade A grade but A grade C and B None only grades not B grade grades 180 80 480 230 360 80 140 How many buy B grade?
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A survey of 1000 customers revealed the following in respect of their buying habits of different grades: A grade A and C C grade A grade but A grade C and B None only grades not B grade grades 180 80 480 230 360 80 140 How many buy B grade? 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 A survey of 1000 customers revealed the following in respect of their buying habits of different grades: A grade A and C C grade A grade but A grade C and B None only grades not B grade grades 180 80 480 230 360 80 140 How many buy B grade? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A survey of 1000 customers revealed the following in respect of their buying habits of different grades: A grade A and C C grade A grade but A grade C and B None only grades not B grade grades 180 80 480 230 360 80 140 How many buy B grade?.
A survey of 1000 customers revealed the following in respect of their buying habits of different grades: A grade A and C C grade A grade but A grade C and B None only grades not B grade grades 180 80 480 230 360 80 140 How many buy B grade? 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 A survey of 1000 customers revealed the following in respect of their buying habits of different grades: A grade A and C C grade A grade but A grade C and B None only grades not B grade grades 180 80 480 230 360 80 140 How many buy B grade? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A survey of 1000 customers revealed the following in respect of their buying habits of different grades: A grade A and C C grade A grade but A grade C and B None only grades not B grade grades 180 80 480 230 360 80 140 How many buy B grade?.
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