Question

Clear words to job she was 54 hours in one week with these two jobs and makes $10 an hour. She is trying to save up for a trip because her $5000 she has set us not $1500 already written in quality to represent the minimal amount of weeks she needs to wear to save at least 5000.

Answer 1

Let's break down the information provided:

- She worked 54 hours in one week with these two jobs.
- She earns $10 an hour.
- She is trying to save up for a trip.
- She has already saved $1500.
- She needs to determine the minimal number of weeks required to save at least $5000 for her trip.

Based on these details, we can calculate the additional amount she needs to save for her trip:

Additional amount needed = Total trip cost - Amount already saved
Additional amount needed = $5000 - $1500 = $3500

To find out how many weeks it would take for her to save this additional amount, we can calculate her earnings per week:

Earnings per week = Hours worked per week × Hourly wage
Earnings per week = 54 hours × $10/hour = $540/week

Now we can calculate the minimum number of weeks she needs to work to save at least $3500:

Minimum number of weeks = Additional amount needed / Earnings per week
Minimum number of weeks = $3500 / $540/week = 6.48 (rounded up to 7 weeks)

Therefore, she needs to work at least 7 weeks to save a minimum of $5000 for her trip.