The mean monthly salary paid to all employees in a certain company was ₹ 600. The mean
monthly salaries paid to male and female employees were ₹ 620 and ₹ 520 respectively. Find the
percentage of male and female employees in the company.
Answers
Answered by
106
Let there be x males and y females
(620x+520y)/x+y=600
620x+520y=600x+600y
20x=80y
X=4Y
Percentage of males = (4y/5y)×100=80%
And percentage of females =20%
(620x+520y)/x+y=600
620x+520y=600x+600y
20x=80y
X=4Y
Percentage of males = (4y/5y)×100=80%
And percentage of females =20%
Answered by
55
Answer:
The percentage of males is 80 %,
And, the percentage of females is 20%.
Step-by-step explanation:
Let x be the numbers of males and y be the numbers of females,
Since, the average monthly salary of males = 620
⇒ Total sum of the monthly salary of males = 620 x
Similarly, total sum of the monthly salary of females = 520 y,
Hence, the total sum of the salaries = 620x + 520y
Now, the average salary of both males and females = ₹ 600
⇒ The total sum of their salaries = 600(x+y)
⇒ 600(x+y) = 620x + 520y
⇒ 80y = 20x
⇒ 4y = x
Hence, the total males and females = x + y = 4y + y = 5y,
Percentage of males = 4y/5y × 100 = 80 %,
And, the percentage of males = y/5y × 100 = 80 %
Similar questions