Answer:
$10.80
Explanation:
Given that:
A first-period efficient allocation cost = $10
The constant marginal extraction cost MEC for both periods = $2
The social discount rate (r) = 10%
∴
The efficient undiscounted market price for the 2nd period can be determined by using the formula:
Answer:
a) Determine which type of cars will be sold at the efficient allocation.
All cars would be sold in a Pareto efficient allocation.
In a Pareto efficient market, resources are all allocated in the most efficient possible way. This is the reason why this is just a theoretical concept that does not necessarily apply in real life.
b) Determine which type of cars will be sold at the market equilibrium.
Since consumers are only willing to pay up to $1,620 for a used car, only medium quality and low quality cars will be sold. The price of high quality used cars is higher than the equilibrium price.
Explanation:
the most a buyer would be willing to pay for a used car is ($1,800 x 40%) + ($1,600 x 30%) + ($1,400 x 30%) = $720 + $480 + $420 = $1,620
Answer:
porsche
Explanation:
i don't know that was the first thing that came to my head when I thought of p
Answer:
Jamie Lee should call her credit card company and ask them to stop payment for the television since the company has refused to accept a return of the television.
Explanation:
The Fair Credit Billing Act is a law that protects customers from different types of disputed charges. According to this law an individual has the right to stop the payment of a service he/she is not completely satisfied with.
This law protects a customer from unfair billing practices such as errors in calculation, wrong address. This law only applies to customers that have a credit card. This law is very important because it enables a customer to withhold payment for displeased services.
Answer:
The final payment would be of amount $9000
Explanation:
The keywords of the question state that the bank needs an equal amount of money by both of the payment procedures. Hence, no matter which payment method I choose on the outstanding loan, the bank would need a sum of 3x3000 = $9000
