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target those companies that are inefficient because you can increase their value quickly
with better management. In the resource markets, the per unit price of labour is half the
per unit price of capital. The first company you are considering has a marginal product of
labour estimated at twice the marginal product of capital. The marginal products of both
inputs in the second company are equal. Which company would be the better takeover
target? Illustrate with a sketch graph of each firm why you picked the firm you did.
a) The relationship between motorcycles and Camry’s is positive.
b) The equation that maps this relationship is y = 1 + 2x, where y is motorcycles and x is Camry’s.
c) The relationship between Honda motorcycles and Camry’s is negative.
d) The equation that maps this relationship is y = 1 - 2x, where y is motorcycles and x is Camry’s.
Answer 7.72 percent
2.Briefly explain the difference between savings and dissavings
where, TC is the firm’s monthly total cost in dollars and Q is the firm’s monthly output.
a) If the industry is in long-run equilibrium, what is the price of the Rosemont Company’s product?
b) What is the firm’s monthly output?
Currency 700 billion
money market mutual funds 2,000 billion
demand deposits 300 billion
other checkable deposits 300 billion
traveler's check 10 billion
Last Open High Open Low High Low Most Recent Change
Nov 2007 80.25 81.55 81.45 82.02 79.45 80.24s 0.01
Dec 2007 79.28 80.35 80.3 80.8 78.5 79.28s 0.00
Jan 2008 78.44 n/a 79.58 79.9 77.75 78.50s -0.06
Feb 2008 77.68 n/a 78.85 78.86 77.22 77.87s -0.19
Mar 2008 77.32 n/a 78.25 78.62 76.75 77.34s -0.02
April 2008 76.83 n/a 77.61 77.61 76.28 76.86s -0.03
(a) Here the futures price is lower the greater the time to expiration; what does this imply about the convenience yield of oil? Specifically, is it greater than the cost of carrying oil? (Hint: carry cost model).
Fixed rate Floating rate
Firm A 8% LIBOR + 1%
Firm B 9% LIBOR + 1.4%
Premium paid by B over A 1% 0.4%
Also assume that A ultimately wants a floating rate loan while B wants a fixed rate loan. Design an interest rate swap so that both can benefit, assuming that no swap bank is involved