Ashleigh hires a group of security staff. Each worker works an average of 80 hours per month at $14/hour. If her monthly labor cost for security workers is $23,520, how many security workers did Ashleigh hire?

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Answer:

b) 21

Explanation:

Each worker works an average of 80 hours per month and earns $14 per hour.

Each employee will earn 80 hours multiplied by $14

=80 x $14

=$1,120

If the monthly labor cost for security worked is $23,520, she has hired

=$23,520/$1,120

=21 security workers

The number of security staff Ashleigh hired is 21.

What is an Equation?

An equation is a mathematical statement formed when two expressions are equated using an equal sign.

The equations are useful in determination of unknown parameters.

Ashleigh hires a group of security staff.

The average of the time a security staff works is 80 hours / month.

The remuneration for the work is $14/ hour.

The total monthly labor cost is $23,520

Let she hired n number of security staff .

The equation to determine the number of security staff hired is,

If n number of people are hired then,

The remuneration for 1 security staff is 80 * $14

The remuneration for n security staff is 80 *$14 *n

This will be equal to $23520

23520 = 80 * 14 * n

On solving this,

n = 23520 / ( 80 *14)

n = 21

Therefore, the number of security staff recruited is 21.

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