Answer: h= 5 hours
Step-by-step explanation: $8 * 40 hours = $320 $380 - $320 = $60 $60 / $12 = h h= 5 hpurs
This question is based on the aptitude. Therefore, 5 hours beyond the first 40 hours, h, Shea worked this week if she earned more than $380.
Given:
Shea earns $8 per hour for the first 40 hours she works in a week. For any additional hours after that, she earns $12 per hour for that week.
We have to find the best represents the number of hours beyond the first 40 hours, h, Shea worked this week if she earned more than $380.
According to question,
Now we have to calculated the earning of first 40 hours,
So, [tex]8 \times 40 = 320[/tex]
Hence, she earned $320 for 40 hours, she works in a week.
Now, we have to calculated the difference if she earned more than $380,
$380 - $320 = $60
Now, calculating the number of hours beyond the first 40 hours is,
[tex]= \dfrac{60}{12} \\\\\bold{= 5 hours}[/tex]
Therefore, 5 hours beyond the first 40 hours, h, Shea worked this week if she earned more than $380.
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https://brainly.com/question/13533620
