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There are 1440 employees in a certain company. Of all the employees, one in three is a woman and one in twelve is a married woman. One in a six of the man is a married man. Tabulate the above data in complete figures?
Verified Answer
There are 1440 employees in a certain company. Of all the employees, o...
Explanation:
women = 480 ( 1440�3 )
Married women = 40 ( 480 � 12 )
Men = 960 ( 1440-480 )
married man = 160 ( 960 � 6 )
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Most Upvoted Answer
There are 1440 employees in a certain company. Of all the employees, o...
Given Information:

  • Total Employees: 1440

  • Women Employees: 1/3 of total employees

  • Married Women Employees: 1/12 of total employees

  • Married Men Employees: 1/6 of male employees



Tabulation:


































CategoryNumber of Employees
Total Employees1440
Women Employees1/3 x 1440 = 480
Men Employees1440 - 480 = 960
Married Women Employees1/12 x 1440 = 120
Unmarried Women Employees480 - 120 = 360
Married Men Employees1/6 x 960 = 160
Unmarried Men Employees960 - 160 = 800


Explanation:

  • Using the information provided, we can find the number of women employees by multiplying the total number of employees by 1/3.

  • We can find the number of married women employees by multiplying the total number of employees by 1/12.

  • Similarly, we can find the number of men employees by subtracting the number of women employees from the total number of employees.

  • We can find the number of unmarried women employees by subtracting the number of married women employees from the number of women employees.

  • Finally, we can find the number of married men employees by multiplying the number of male employees by 1/6 and the number of unmarried men employees by subtracting the number of married men employees from the number of male employees.

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There are 1440 employees in a certain company. Of all the employees, one in three is a woman and one in twelve is a married woman. One in a six of the man is a married man. Tabulate the above data in complete figures?
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