Question
You work 40 hours/week for 50 weeks and are given the option to be paid hourly or to go on salary. In which situation will you earn the most?
(1 point)
Responses
$33,000/year
$33,000/year
$17.00/hour
$17.00/hour
$33,000/year with a 10% bonus
$33,000/year with a 10% bonus
$17.00/hour and a $2,000 bonus at the end of the year
(1 point)
Responses
$33,000/year
$33,000/year
$17.00/hour
$17.00/hour
$33,000/year with a 10% bonus
$33,000/year with a 10% bonus
$17.00/hour and a $2,000 bonus at the end of the year
Answers
GPT-4o mini
To determine which payment option provides the highest earnings, we need to calculate the total earnings for each situation.
1. **$33,000/year**
- Total = $33,000
2. **$17.00/hour**
- Hours per week = 40
- Weeks worked = 50
- Total hours = 40 hours/week * 50 weeks = 2000 hours
- Total earnings = $17.00/hour * 2000 hours = $34,000
3. **$33,000/year with a 10% bonus**
- Bonus = 10% of $33,000 = $3,300
- Total earnings = $33,000 + $3,300 = $36,300
4. **$17.00/hour and a $2,000 bonus at the end of the year**
- Total earnings = $34,000 (from hourly wage) + $2,000 (bonus) = $36,000
Now, let's summarize the total earnings for each option:
- Option 1: $33,000
- Option 2: $34,000
- Option 3: $36,300
- Option 4: $36,000
Therefore, the option that earns the most is **$33,000/year with a 10% bonus**, providing a total of **$36,300**.
1. **$33,000/year**
- Total = $33,000
2. **$17.00/hour**
- Hours per week = 40
- Weeks worked = 50
- Total hours = 40 hours/week * 50 weeks = 2000 hours
- Total earnings = $17.00/hour * 2000 hours = $34,000
3. **$33,000/year with a 10% bonus**
- Bonus = 10% of $33,000 = $3,300
- Total earnings = $33,000 + $3,300 = $36,300
4. **$17.00/hour and a $2,000 bonus at the end of the year**
- Total earnings = $34,000 (from hourly wage) + $2,000 (bonus) = $36,000
Now, let's summarize the total earnings for each option:
- Option 1: $33,000
- Option 2: $34,000
- Option 3: $36,300
- Option 4: $36,000
Therefore, the option that earns the most is **$33,000/year with a 10% bonus**, providing a total of **$36,300**.