Question
One employee earns a weekly salary of $500, and another works hourly, making $10 per hour. How many hours does the hourly employee need to work to earn the same weekly amount as the salaried employee?
(1 point)
Responses
35 hours
35 hours
37 hours
37 hours
45 hours
45 hours
50 hours
50 hours
(1 point)
Responses
35 hours
35 hours
37 hours
37 hours
45 hours
45 hours
50 hours
50 hours
Answers
GPT-4o mini
To find out how many hours the hourly employee needs to work to earn the same weekly amount as the salaried employee, we can set up the following equation:
Let \( h \) be the number of hours the hourly employee works in a week.
The salary of the salaried employee is $500 per week. The hourly employee earns $10 per hour. Therefore, the earnings of the hourly employee in a week can be represented as:
\[
10h = 500
\]
To solve for \( h \), divide both sides by 10:
\[
h = \frac{500}{10} = 50
\]
So, the hourly employee needs to work 50 hours to earn the same amount as the salaried employee.
The correct answer is:
**50 hours**
Let \( h \) be the number of hours the hourly employee works in a week.
The salary of the salaried employee is $500 per week. The hourly employee earns $10 per hour. Therefore, the earnings of the hourly employee in a week can be represented as:
\[
10h = 500
\]
To solve for \( h \), divide both sides by 10:
\[
h = \frac{500}{10} = 50
\]
So, the hourly employee needs to work 50 hours to earn the same amount as the salaried employee.
The correct answer is:
**50 hours**