Suppose Honda’s total cost of producing 4 cars is $225,000 and its total cost of producing 5 cars is $250,000. What is the average total cost of producing 5 cars? What is the marginal cost of the fifth car? Draw the marginal-cost curve and the average-total-cost curve for a typical firm, and explain why these curves cross where they do.
FarFlung make computer keyboards. They use both labour, L, and materials, M, in their production of keyboards. The production method they use requires that at least one labour and one material is always employed. FarFlung have a Cobb-Douglas technology which means that their production function is: 𝑄(𝐿, 𝐾) = 𝐿𝑀.
(a) If fixed costs are £1000000 then what is the short run total cost of production and the short run average cost of production?
(b) FarFlung could move to a new factory, where they will be able to manufacture 360000 computer keyboards. They are confident they can sell all the keyboards, but they will need to reduce price from £20 to £10. Whilst they will be able to use the same technology, the fixed costs will increase to £2000000.
i. What is the new level of short run average costs? What does this imply about the shape of the long run average cost curve?
ii. Should FarFlung move to the new plant? Explain. (c) What could FarFlung do to decrease their costs?
state if the statement is true, false or uncertain.
QUESTION ONE: (25 MARKS)
From a cross-sectional data of 41 countries, you want to test the hypotheses that trade taxes are positively related to trade volume but negatively related to per capita income. You estimate the following regression model:
𝑙𝑛𝑌=𝛽 +𝛽 𝑋 +𝛽 𝑋 +𝑢 (𝑖=1,2,...n) 𝐼 1 2 2𝑖 3 3𝑖 𝑖
Where;
Y = Ratio of trade taxes (import and export taxes) to government revenue; X2 = ratio of exports plus Imports to GNP;
X3 =GNP per (R'OOOs)
𝑖 =𝑖𝑡h country
1.1 If a cross section sample of large and small countries is used for the estimation of this model, explain why heteroscedasticity is almost certain to exist. (2)
1.2 Outline the problems one is likely to encounter when applying OLS in the presence of heteroscedasticity. (3)
1.3 How would you test the claim that the data suffers from heteroscedasticity using the general White test? (4)
1.4 Which remedy would you adopt if heteroscedasticity is indeed present? (2)
The market demand and supply for renting apartments in the Rosebank areas are given as: Demand:P=12 000-5Q. Supply: P=800+3Q
Calculate the equilibrium quantity and price
Answer the following questions which relate to aggregate expenditure models. a. If C is D100, I is D50, Xn is D-10, G is D30, what is the economy’s equilibrium GDP? b. If real GDP in an economy is currently D200, C is D100, I is D50, Xn is D-10, G is D30. Will the economy’s real GDP rise, fall or stay the same c. Suppose that full employment output in an economy is D200, C is D150, I is D50, Xn is D-10, G is D30. What will be the macroeconomics result? 6
David's utility function for good X and Y is given by U(x,y)=x^2×y^3, wher Px, Py and I are the price of good X, price of good Y and the consumer income respectively.
Write the budget constraint of the consumer.
Pfizer own the copyright for “Pfizer COVID Vaccine (PCV)”. The total cost of producing Q units of PCV is: . The annual demand for PCV is. Q is the number of units of PCV. The annual interest rate facing all agents in the economy is 8.75%.
a. How many units of PCV should Pfizer produce? What price should Pfizer charge for one unit of PCV? Clearly explain your reasoning.
b. What is TR from PCV to Pfizer? What are Pfizer’s annual profits from PCV?
c. Suppose the Pfizer copyright of PCV was due to expire by 2021. Describe the new market structure that would occur if PCV entered the public domain, meaning anybody could use PCV. What would be the new price of one unit of PCV? How many units of PCV would be sold by the COVID vaccine industry?
from the demand function Qdx= 24-4 Px (Px is given dollars ) derive (a) the individuls demand schedule and (b) the individuls curve
Assume expenditure is equal to income(IO). When the price of X is 3 and the price of Yis 3, an individual consumes a bundle of X = 4, Y = 4.
PX=Price of X; PY=Price of Y
a) How much is the total expenditure of an individual? What is the income of an individual?