The average monthly salary of all the employe | vedclass

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(C) Let the number of male employees be $x$ and the number of female employees be $y$.The total salary of all employees is the sum of the total salary

Vedclass · Accepted Answer

$4:3$

Vedclass · Answer

(C) Let the number of male employees be $x$ and the number of female employees be $y$.The total salary of all employees is the sum of the total salary of male employees and the total salary of female employees.According to the problem:$(x + y) 	imes 12,000 = (x 	imes 15,000) + (y 	imes 8,000)$Dividing both sides by $1,000$:$(x + y) 	imes 12 = 15x + 8y$Expanding the equation:$12x + 12y = 15x + 8y$Rearranging the terms to solve for the ratio $x/y$:$12y - 8y = 15x - 12x$$4y = 3x$Therefore,the ratio of male employees to female employees is:$\frac{x}{y} = \frac{4}{3}$ or $4:3$.

The average monthly salary of all the employees in an industry is $Rs. 12,000$. The average salary of male employees is $Rs. 15,000$ and that of female employees is $Rs. 8,000$. What is the ratio of male employees to female employees?

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