It 3: 5-2 HW Question 7, 5.2.15 Part 2 of 2 HW Score: \( 75 \%, 6 \) of 8 points Points: 0 of 1 Two part-time employees share one full-time job. A girl works Mondays, Thuisdays, Wednesdays, and Fridays, and a boy works Tuesdays The job pays an annual s \( \$ 28,652 \). What annual salary does each employee earn? The girl's salary is \( \$ 22,921.60 \). The boy's salary is \( \$ \)

To determine the boy's salary, first, we need to calculate how many days each employee works in a week. The girl works 4 days, and the boy works 1 day, giving a total of 5 days. Since the full-time salary is \( \$ 28,652 \), we can divide this by the total number of working days (5) to find the daily rate: \[ \text{Daily Rate} = \frac{28,652}{5} = 5,730.40 \] Now, to find the boy's salary, since he works 1 day a week, we calculate: \[ \text{Boy's Annual Salary} = 5,730.40 \times 1 \text{ day/week} \times 52 \text{ weeks} = 29797.40 \] So, the boy's salary is \( \$ 5,730.40 \). Knowing the full-time salary and the distribution of workdays helps clarify how salaries can be proportionately divided based on hours or days worked. In shared job scenarios like this, clear communication about salary structure is pivotal to ensure fairness and transparency among employees.