In: Economics
The Good’n’Fresh Grocery Store has two checkout lanes and four
employees. Employees are equally skilled, and all are able to
either operate a register (checkers) or bag groceries (baggers).
The store owner assigns one checker and one bagger to each lane. A
lane with a checker and a bagger can check out 46 customers per
hour. A lane with a checker only can check out 25 customers per
hour.
a. In terms of customers checked out per hour, what are total
output and average labor productivity for the Good’n’Fresh Grocery
Store?
Instructions: Enter your response for total output as a whole number and round your response for average productivity to one decimal place.
Total output: customers per hour.
Average productivity: customers per hour, per worker
b. The owner adds a third checkout lane and register. Assuming that
no employees are added, what is the best way to reallocate the
workers to tasks?
Two lanes with a checker and bagger and one lane left empty.
Two lanes with only checkers and one lane with a checker and a bagger.
Instructions: Enter your response for total output
as a whole number and round your response for average productivity
to one decimal place.
What are total output and average labor productivity (in terms of
customers checked out per hour) now?
Total output: customers per hour
Average productivity: customers per hour, per worker
c. The owner adds a fourth checkout lane and register. Assuming
that no employees are added, what is the best way to reallocate the
workers to tasks?
Two lanes with one checker and one bagger each.
Do not use the fourth lane.
Four lanes with checkers only.
Instructions: Enter your response for total output
as a whole number and round your response for average productivity
to one decimal place.
Total output: customers per hour
Average productivity: customers per hour
The owner adds a fifth checkout lane and register. Assuming that no
employees are added, what is the best way to reallocate the workers
to tasks?
Two lanes with only checkers and one lane with a checker and a bagger.
Two lanes with one checker and one bagger at each.
Do not use the fifth lane.
Do you observe diminishing returns to capital in this
example?
No, adding all five lanes will increase output.
Yes, adding a fourth lane will not increase output
Yes, adding a fifth lane will not increase output.
Yes, adding a third lane will not increase output
a. Since there are 2 lanes with 4 employees so each lane will have 1 checker and 1 bagger. So Number of customer per lane per hour = 46
So total customers per hour = 46 * 2 = 92
Average Productivity = 92/4 = 23 customers per hour per worker
b) The best way to reallocate would be 1 lane having 1 checker and a bagger and 2 lanes having 1 checker each.
Total customers per hour = 46 + 25*2 = 96
Average Productivity = 96/4 = 24
c) If there are total 4 lanes, then there should be 1 employee in each lane.
Total customers per hour = 25*4 = 100
Average Productivity = 100/4 = 25
d) If there are 5 lanes, then 1 lane will be empty and cannot be used.
So Total customers per hour = 25*4 = 100
Average Productivity = 100/4 = 25
e) The output is increasing with every addition except the fifth lane. So the correct option is
Yes, adding a fifth lane will not increase output.
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