Question two: The total cost equation of a firm is given by the equation where TC is total cost and Q is the level of output.
a. What is the firm’s total fixed cost?
b. What is the equation for the firm’s total variable cost (TVC)?
c. What is the equation for the firm’s average total cost (ATC)?
d. What is the equation for the firm’s marginal cost (MC)?
In year 2017, suppose that people consume only three types of vegetables, X, Y and Z. They purchase 100 units of X for $200, 50 units of Y for $75, and 500 units of Z for $100. In year 2018, they buy 75 units of X for $225, 80 units of Y for $120, and 500 units of Z for $100. Based on the above information, calculate the price of each vegetable in each year. Using 2017 as the base year, calculate the Consumer Price Index (CPI) for each year. Compute the inflation rate in 2018?
Fill in the blanks to make the following statements correct.
a. If nominal GDP increases by 35 percent over a 10-year period, then it is unclear how much of this increase is due to increases in _______(savings/outputs)
and how much is due to increases in _______(investment/prices)
. To overcome this problem, we look at GDP valued at ________(constant/current)
prices and we refer to this measure as _____(real/nominal)
national income.
If we want to look at changes in the cost of living, why don't we track differences in each households actual expenditures from one year to the next, rather than a market basket? Offer several reasons why this method would fail to capture changes in the overall price level automatically
a. First, suppose we have a representative individual living for two periods and has utility, U = ln C1 + ln C2. Let his/her labour income in the first period to be Y1 and zero in the second period. Let the rate of return to savings, r, to be influenced by a random shock, find the first-order condition for his/her choice of C1. Explain how, if at all, does consumption respond to the uncertainty in the rate of return?
b. Second, suppose we extend the time horizon to infinitely lived agents, and let the individual also supply capital to a representative firm in the economy. Formulate and solve the firm’s profit maximization problem. You can assume price level to be fixed and normalized to one, but you should explain the economic intuitions of the first-order conditions.
c. Third, let β>0 be the discount factor, present and solve for both the competitive equilibrium and the steady state of the two-sector economy. With the use of phase diagram, identify the saddle path.
Q: The demand and supply equations for a product are:
Qd= 300 — 6P and Qs= -40 + 6P.
Q: Suppose there are three types of Apples A, B, and C being sold and consumed. The demand and supply equations for each type are:
DA= 20 - 2PA + 4PB + PC , SA= 4PA - 5
DB=10+3PA - 5PB + 2PC , SB=3PB - 7
DC = 70+4PA +2PB - 5PC , SC=5PC - 16
Use the data in the basket of goods table to answer the five questions below. Please show your work.
Basket of Goods
Good
Quantity
Price in base year
Price in current year
Pepperoni pizza
15
$15.00
$17.50
Bottles of soda
30
$1.25
$1.50
Movie Tickets
12
$8.00
$10.00
4. The CPI for the current year is
5. The percentage change in the CPI from the base year to the current year was
2, See the following scenario and say it is perfectly inelastic, elastic or
inelastic. Draw the diagram and write values(o, 1, <1 or >1)
A. There is a huge jump in the ticket price of a cricket match . However Sumner
of seats in the gallery is fixed. (4 MARKS)
B. Fewer people want to fly in the month of June than any other month. The
airlines increase about 10% of their flights , as ticket prices increased about 20%
during this month. (4 MARKS)
QUESTION 1. Suppose Zambia is a closed economy in the Long run described by the following equations:
Y= C+I+G
Y=5000
C= 200+0.75 (Y-T)
I= 750- 25r
T= 1000
G= 800
Where Y is national output/income, C is consumption, I is investment, r is interest rate, G is government spending and T is taxes.
(a) Solve for private saving, public saving and national saving.(2 marks)
(b) Solve for the equilibrium interest rate, and the level of investment (2 marks)
(c) Plot the equilibrium condition: Savings=investment (1 marks)
(d) Now suppose taxes are increased to 875:
(i) Calculate the new level of public savings, private savings, national savings, interest rate and investment.(2 marks)
(ii) Explain in few words the effect of this policy on savings, investment and interest rate. (2 marks)
(ii)Graph the new equilibrium (together with the old) for the economy due to the fiscal policy (1 marks)