The local steel market has an inverse demand function for a metric ton of steel:
P = 1450 – Q
Donald and Justin are the only two steel miners in the market who sell metric tons of steel. They both have a constant marginal and average cost of $100 per metric ton. Both farmers simultaneously determine the quantity of steel they are going to bring to the market. They do not confer beforehand, and the price is determined by the market after they arrive at the steel exchange market.
a. What are Donald and Justin’s best response functions?
b. What are the Cournot equilibrium quantities and the market price?
c. What would be the price that Donald and Justin would charge if they choose to collude?
d. Will the collusion agreement last? Why or why not? (be sure to show your reasoning in your analysis)
e. Explain in detail how a monopolistically competitive firm can set its price greater than the marginal cost.
In: Economics
1. Workers chose to work in a risky or a safe job. Suppose that there are 100 workers in the economy. Worker 1’s reservation price for accepting risky jobs is $1; worker 2’s reservation price is $2, and so on. Because of technological reasons, there are only 10 risky jobs.
a. What is the equilibrium wage differential between safe and risky jobs?
b. Which workers will be employed in the risky firm?
c. Suppose now that an advertising
campaign paid for by the employers who offer
risky jobs stresses the excitement associated with “the thrill of
injury” and this campaign changes the attitudes of the workforce
towards being employed in a risky job. Worker 1 now has a
reservation price of -$10 (that is, she is willing to pay $10 for
the right to work in the risky job); worker 2’s reservation price
is -$9, and so on. There are still only 10 risky jobs. What is the
new equilibrium wage differential?
In: Economics
Answer the following questions on the basis of the three sets of data for the country of North Vaudeville.

a. Which set of data illustrates aggregate supply in the immediate short-run in North Vaudeville?
The data in A
Which set of data illustrates aggregate supply in the short run in North Vaudeville?
The data in (Click to select)
Which set of data illustrates aggregate supply in the long run in North Vaudeville?
The data in (Click to select)
b. Assuming no change in hours of work, if real output per hour of work increases by 5 percent, what will be the new level of real GDP in the right column of B?
Instructions: Round your answers to 2 decimal places.
With a price level of 110, new output=
With a price level of 100, new output=
With a price level of 95, new output=
With a price level of 90, new output=
Does the new data reflect an increase in aggregate supply or does it indicate a decrease in aggregate supply?
In: Economics
Answer the following questions on the basis of the three sets of data for the country of North Vaudeville:

a. Which set of data illustrates aggregate supply in the immediate short-run in North Vaudeville?
The data in (Click to select).
Which set of data illustrates aggregate supply in the short run in North Vaudeville?
The data in (Click to select) ).
Which set of data illustrates aggregate supply in the long run in North Vaudeville?
The data in (Click to select) .
b. Assuming no change in hours of work, if real output per hour of work decreases by 15 percent, what will be the new levels of real GDP in the right column of B?
Instructions: Round your answers to 2 decimal places.
With a price level of 110, new output =
With a price level of 100, new output =
With a price level of 95, new output=
With a price level of 90, new output =
Does the new data reflect an increase in aggregate supply or does it indicate a decrease in aggregate supply?
In: Economics
The following data for Hello Company for 2020 is available:
Transactions in Common Shares
Jan. 1, 2020, Beginning number 550,000
Apr. 1, 2020, Purchase of treasury shares (50,000)
July 1, 2020, Stock dividend of 50%
Nov. 1, 2020, Issuance of new shares 250,000
4% Cumulative Convertible Preferred Stock
10,000 shares, par value is $100, convertible into 150,000 shares of
common stock (already adjusted for the stock dividend). $1,000,000
Stock Options
50,000 exercisable at the option price of $10 per share.
Average market price in 2020 was $25.
(market price and option price already adjusted for the stock dividend).
Net Income $2,000,000
Instructions
Calculate the preferred stock dividend.
Calculate the weighted average shares outstanding during the year.
Compute basic earnings per share. (Round to the nearest penny)
Compute diluted earnings per share. (Round to the nearest penny)
In: Accounting
Consider two stocks. For each, the expected dividend next
year is $100, and the expected growth rate of dividends is 3
percent. The risk
premium is 3 percent for one stock and 8 percent for the other. The
economy’s safe
interest rate is 5 percent.
a). Use the Gordon growth model to compute the price of each
stock.
Why is one price higher than the other? What does the difference in
risk premiums
tell us about the dividends from each stock? Please note, to get
full points, you
need to show all your steps and explain your answer.
b). Suppose the expected growth rate of dividends rises to 5
percent for
both stocks. Compute the new price of each. Which stock’s price
changes by a
larger percentage?
Explain your answer. Please note, to get full points, you need
to
show all your steps and explain your answer.
In: Finance
The accountant has given you the following costs:
|
Direct materials Direct labour Factory overhead per phone if allocated on direct labour hours Factory overhead per phone if allocated on labour costs Factory overhead per phone if allocated on machine hours |
$192 3 16 20 10 |
Required
Calculate the cost and the price of the FFI2020 using each of the factory overhead rates that the accountant has supplied. How do the different allocation methods for factory overhead affect the pricing of the FFI2020 compared to the price of the competition and what are the likely implications of this for the marketability of the phone?
In: Accounting
PLEASE DO THIS IN EXCEL AND SHOW FORMULA!
In: Finance
Q3. Suppose the market for clothes in the U.S. is perfectly competitive and is characterized by the following demand and supply equations (Q=quantity and P=Price): (34 pts in total) Demand for clothes: Qd 40 – 0.2P Supply of clothes: Qs 0.4P - 20 A. Find the market clearing equilibrium price P* and quantity Q* and draw a carefully labeled graph illustrating the market equilibrium. Also calculate the consumer surplus and producer surplus. (8pts) B. Suppose that the U.S. opens up to the world market and the price for clothes is in the world market is 70. What is the quantity demanded by consumer (Qd)? What is the quantity supplied by U.S. suppliers (Qs)? What is the new equilibrium price P′ in the U.S.? Does the U.S. import or export clothes? What is the new CS for U.S. consumers and PS for the U.S. suppliers? Illustrate the new CS and PS on another graph(12 pts) Q* =20 P* =100 CS =1000 PS =500
In: Economics
3. [Price Discrimination Application] You are the marketing manager of a firm that produces carbon fiber and sells this composite material to two distinct kinds of customers: satellite producers and bicycle manufacturers. Demand for carbon fiber by these two market segments is quite different, as described by the respective price equations: PS = 10−QS/600 and PB = 12−QB/100, where annual quantities [QS and QB] are in thousands of pounds and prices [PS and PB] are in dollars. Your firm estimates the marginal cost of carbon fiber production at $4 per pound.
a) For each segment, determine the firm’s profit-maximizing price and output. Is the firm practicing price discrimination?
b) Because of carbon fiber shortages, the firm’s total production capacity drops to only 1.5 million pounds per year. Determine the firm’s optimal quantities and prices in this case. (hint: you can use Solver in Excel to solve this question, but you don’t need to)
In: Economics