In: Economics
Consider a representative firm with the total costs of TC=16+Q^2 (and marginal costs of 2Q, MC=2Q) . The market demand curve is given by P=36-1/2Q and the starting market price is $18
1. Graph the starting scenario using comparative statistics
2. Why is this not a long run equilibrium?
3. What happens in order to transition to the long run?
4. Graph the long run equilibrium using comparative statistics
5. How many firms are in the market in the long run?
In: Economics
The following is a simplified Balance Sheet for a Canadian bank:
_______________________________________________________________________________________________
Great White North Bank
Balance Sheet
As at Dec. 31, 2017
Assets Liabilities
Cash Reserves $ 20,000 Demand Deposits $100,000
Loans to Customers 50,000
Investment in Securities 30,000 Equity
Fixed Assets 20,000 Shareholders’ Equity 20,000
Total Assets $120,000 Total Liabilities & Equity $120,000
_______________________________________________________________________________________________
In: Economics
1. The following two linear functions
represent a market (thus one is a supply function, the other a
demand function). Circle the answer closest to being correct.
Approximately what will suppliers willingly supply if the
government controls the market price to be $3.00 (You must first
find the market equilibrium price and quantity in order to see how
the $3.00 relates to them)? Q = 100 – 4.6P and Q = 75 + 6.2P
Possible answers: 2.3 84.3 86.2
89.3 93.1 93.6 (all
close, but approximate)
2. There has been a change in the
market (represented in 1 above). The change is represented by the
following two equations. Circle the one correct conclusion that
describes the market change. Q = 90 + 6.2P and Q = 110
– 4.6P
Possible Answers: a. demand has decreased, b. demand has
increased, c. supply has decreased, d. supply has increased, e.
supply has decreased and demand has decreased, f. supply has
increased and demand has increased
3. Circle the function on the answer sheet that represents the
marginal revenue (MR) function for this demand function: Q = 75 –
7P
Possible Answers: a. MR=19.57-.044Q, b. MR=21.74-.044Q, c.
MR=26.09-.044Q, d. MR=33.33-.066Q, e. MR= 30.00-0.4Q, f.
MR=10.71-0.28Q
4. Circle the quantity that maximizes total revenue (TR) for the
marginal revenue (MR) function selected in number three (3).
Possible Answers: 38.25 44.48
49.41 50.50 59.30 75.00
5. If supply decreases but demand remains the same, we can conclude
that the new equilibrium:
Possible Answers: a. Price must fall but market quantity is
indeterminate. b. Quantity must increase but
market price is indeterminate. c. Price must increase
but market quantity is indeterminate. d. Quantity must
decrease but market price is indeterminate. e. Price
must increase and Quantity must increase.
f. Price must increase and quantity must
decrease.
Please show work on how you solved the questions.
In: Economics
How did the tactics, goals, and/or strategies of the Civil Rights movement shift over the course of the early 1960s? what obstacles did these civil rights organizations confront? How did Martin Luther King Jr and others defend the policy of direct nonviolent confrontation and action?
300 words
In: Economics
You are planning to estimate a short- run production function for your firm, and you have collected the following data on labor usage (L) and output (Q):
| Labor usage | Output |
| 3 | 1 |
| 7 | 2 |
| 9 | 3 |
| 11 | 5 |
| 17 | 8 |
| 17 | 10 |
| 20 | 15 |
| 24 | 18 |
| 26 | 22 |
| 28 | 21 |
| 30 | 23 |
a. Please key in the data into MS Excel for regression analysis.
Estimate your firm’s
short-run production function. Do the parameter estimates have the
appropriate algebraic
signs? Are they statistically significant at the 5 percent
level?
b. At what point do you estimate marginal product (MP) begins to
fall?
c. Calculate estimates of average products (AP) and marginal
products (MP) when the
firm employs 20 workers.
d. When the firm employs 20 workers, is short-run marginal cost
(MC) rising or falling?
How can you tell?
In: Economics
Jack and Kate both care about the poor. A €10 reduction in poverty generates benefits of €7.50 for both Jack and Kate. Assume that Jack and Kate can make a charity donation of a maximum of €10 each if they so wish.
(i) Using a pay-off matrix outline and explain the four possible pay-offs.
(ii) Assuming both Jack and Kate have an incentive to free-ride on the giving of others how much will each of them contribute to poverty alleviation? Explain, using your pay-off matrix. (iii) (ii)Using your pay-off matrix explain how compelling both Jack and Kate to give €10 each through an income tax system could benefit both of them and lead to a Pareto improvement.
In: Economics
In: Economics
How does the Washington Consensus differ from the Santiago Consensus? What economic benefits might a developing country gain by reducing corruption? Discuss only economic benefits and provide examples from specific developing countries.
In: Economics
Given your answers to the empirical section of this problem set (the new policies are Fed cuts rate to zero, launches more bond purchases in historic moves to fight coronavirus), what should we expect to see with aggregate output in the U.S.? With unemployment? Inflation? Illustrate your answers using a graph.
Describe how the U.S. economy would go back to its medium run equilibrium once COVID-19 is controlled. Illustrate your answer using a graph
In: Economics
Explain the factors that affect the firm's total cost, and explain the behaviour of a typical firms costs in the short run and long run. In addition, what determines the behaviour of a typical firm's costs in the short run and long run.
In: Economics
In: Economics
Since both taxes and subsidies create a deadweight loss to society, why are they used to correct negative and positive externalities? Ensure to explain whether society is better off or worse off and why.
In: Economics
How do free competitive markets maximize social welfare? In addition, what are market failures and how do they affect social welfare?
In: Economics
Consider a market for a homogeneous good with a demand curve P = 100 − Q. Initially, there are three firms in the market. All of them have constant marginal costs and incur no fixed costs. The marginal cost for firms 1 and 2 is 20, while the marginal cost for firm 3 is 40. Assume now that firms 2 and 3 merge.
a. Calculate the post-merger Cournot equilibrium
quantities.
b. Calculate the post-merger Cournot market quantity and
price.
c. Calculate the post-merger firm profits.
d. Calculate the post-merger HHI.
e. Calculate the post-merger market-wide Lerner index.
f. Calculate the post-merger consumer surplus.
g. Calculate the post-merger total surplus (firm profits plus
consumer surplus)
In: Economics