The average salary of all the staff in an off | vedclass

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(D) Let the number of officers be $x$. Then,the number of the rest of the staff is $(500 - x)$.According to the problem,the total salary of all staff

Vedclass · Accepted Answer

$50$

Vedclass · Answer

(D) Let the number of officers be $x$. Then,the number of the rest of the staff is $(500 - x)$.According to the problem,the total salary of all staff is the sum of the total salary of officers and the total salary of the rest of the staff.Total salary of all staff $= 500 	imes 5,000 = 2,500,000$.Total salary of officers $= x 	imes 14,000$.Total salary of the rest of the staff $= (500 - x) 	imes 4,000$.Setting up the equation:$14,000x + 4,000(500 - x) = 2,500,000$Dividing the entire equation by $1,000$ to simplify:$14x + 4(500 - x) = 2,500$$14x + 2,000 - 4x = 2,500$$10x = 2,500 - 2,000$$10x = 500$$x = 50$.Therefore,the number of officers is $50$.

The average salary of all the staff in an office of a corporate house is $Rs. 5,000$. The average salary of the officers is $Rs. 14,000$ and that of the rest is $Rs. 4,000$. If the total number of staff is $500$,what is the number of officers?

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