Answer:
Those repairing the rides.
Explanation:
The Walt Disney Company uses a strategy to create a complete experience when visiting its destination resorts and theme parks. Disney's goal is to create a magical world, where it can win people over by the enchantment of its characters and shows.
For this strategy to be effective, there is a very adequate training of its employees, most of them are included as members of the cast, using fantasies of the iconic characters and assisting visitors and taking photos, making the experience more complete.
But in the case of the above question, the group of employees who are most likely to be considered the "ingroup" in the theme park are those who provide technical support to repair the tours, due to the fact that the application of their skills is more technical and less playful. , as most Disney employees must behave.
Answer:
See explanations
Explanation:
a. What is the daily demand rate? 2500/365=6.85 per day
b. What is the optimal production quantity? sqrt( 2DCo/Ch)=sqrt(2*2500*25/1.48)= 290.619=291
c. How long will it take to produce the optimal quantity? 291/50=5.82 days
d. How much inventory is sold during the production run time? 6.85*5.82= 40
e. If Ross uses the optimal production quantity, what would be the maximum...
B. The higher the price, the larger the quantity produced.
Answer:
Josefina is not maximizing her profits since she is making a loss of $0.25.
Explanation:
The marginal revenue is the total amount of revenue received from selling an additional unit of product while the marginal cost is the total cost incurred for producing an additional unit of product. The marginal cost and revenue can be compared to determine if producing and selling an additional unit is profitable or will cause a loss.
The profit/loss can be expressed as;
P/L=R-C
where;
P=profit
L=loss
R=total marginal revenue
C=total marginal cost
In our case;
P/L=unknown
R=marginal revenue per unit×number of units=1.50×1=$1.50
C=marginal cost per unit×number of units=$1.75×1=$1.75
replacing;
P/L=1.50-1.75=-$0.25
Since the marginal cost is greater than the marginal revenue, we can conclude that Josefina is making a loss of $0.25
