There are seventy clerks working in a company, of which 30 are females. Also, 30 clerks are married; 24 clerks are above 25 years of age; 19 married clerks are above 25 years, of which 7 are males; 12 males are above 25 years of age; and 15 males are married. How many bachelor girls are there and how many of these are above 25?
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Given:
Total number of clerks in the company = 70
Number of females = 30
Number of married clerks = 30→ 15 are males
Number of clerks above the age of 25 = 24→ 12 are males
19 married clerks are above the age of 25→ 7 are males
To find:
Number of bachelor females above the age of 25.
Solution:
Distribution
Total clerk = 70 of which Male = 40, Female = 30,
Married clerks = 30 of which Male = 15, Female = 15,
Age of 25 plus married clerks = 19 of which Male = 7, Female = 12,
Age of 25 plus clerks = 24 of which Male = 12, Female = 12,
Age of 25 plus unmarried clerks = 5 of which Male = 5, Female = 0
so Bachelor girls = 15, none of them is above 25
Therefore number of bachelor females above the age of 25 is 0.
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