Question

one employee earns a weekly salary of $428, and another works hourly, earning $15 per hour. how many hours does the hourly employee need to work to make the same weekly earnings as the salaried employee?
(1 point)
about 25 hours
about 28.5 hours
about 32 hours
about 35.5 hours

Explanation:

Step1: Define the problem

We need to find the number of hours \( h \) the hourly employee must work to earn the same as the salaried employee. The salaried employee earns $428 weekly, and the hourly employee earns $15 per hour. So, the equation is \( 15h = 428 \).

Step2: Solve for \( h \)

To find \( h \), we divide both sides of the equation by 15: \( h=\frac{428}{15} \). Calculating this, \( \frac{428}{15}\approx28.53 \), which is about 28.5 hours.

Answer:

about 28.5 hours