Answer :
The answer is 36. I could not find an explanation. I guess they took point C where it intersects with 2 shifts and 6 college classes so 6 x 6 hours per week needed =36 for the answer. I know for sure the answer is not just 6 and quizlet says 36 as the answer.
Final answer:
Assuming a week consists of 50 hours split between work and leisure, Marcy can potentially spend 30 hours on her college classes after working two 10-hour shifts. This implies she could take five classes, though this leaves no time for other leisure activities.
Explanation:
Marcy's situation is an example of the labor-leisure trade-off, a concept in Economics. Given the fact that Marcy works two shifts per week, we need to determine how many hours she will optimally spend on her classes. Considering that she requires about 6 hours of study for each class, we'll take into consideration the total hours she has a week.
If we consider a week as a set of 50 hours, divided between work and leisure (including study), if Marcy works 2 shifts at Burger World, that may be 20 hours, assuming each shift is 10 hours. This is clearly a situation where Marcy would need to balance her work hours and her study hours, which is her leisure time.
Since she has spent 20 hours at work, this leaves her with 30 hours for leisure? Studying for her classes falls within this category. If she spends all the remaining hours studying, she could theoretically attend 5 classes (since 30 hours divided by 6 hours per class equals 5). In reality, this doesn't leave any time for other leisure activities, so she might need to adjust this for a balance between additional leisure time and class load.
Learn more about Time Management here:
https://brainly.com/question/33700012
#SPJ3
