Answer to Question #64230 in Macroeconomics for Ben
Assume that risk neutral investors decide whether to invest in a risk-free bond with interest rate i0 or a government bond with default risk. With probability ω investors lose their investment in the government bond (including the interest payment). With probability 1 − ω investors receive interest rate i. Mark the correct statements.
In addition, suppose that the default risk of the government bond is increasing in the interest rate as follows: ω = ω0 + βi.
5. Assume that ω0 = 0, β = 1 and i0 = 0. Mark the correct statements.
(a) There are multiple equilibrium interest rates i for government-bonds. (b) There are exactly two equilibrium interest rates i.
(c) There is a unique equilibrium interest rate i = 0%.
(d) There is a unique equilibrium interest rate i = 100%.
(e) There are two equilibria: i = 0 % and i = 100 %.
I get 0% but others think also 100% is correct,, but if you set in the equation .. 100% isnt possible.. Or could someone help me with formula?
5. If ω0 = 0, β = 1 and i0 = 0, then ω = 0 + 1 = 1 and risk neutral investors will invest in a risk-free bond with interest rate i = 0% or i = 100%, so the correct statement is: (e) There are two equilibria: i = 0 % and i = 100 %.