(a) How does the time path of rD(t)/y(t) look like? (b) What is the steady-state value of rD(t)/y(t)? (c) Does it exceed one? Interpret your result.
(a) How does the time path of rD(t)/y(t) look like? (b) What is the steady-state value of rD(t)/y(t)? (c) Does it exceed one? Interpret your result.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:3. Can a government run persistent budget deficit? Can national debt grow
forever without bankrupting the nation? Let D(t), y(t), and r be the
amount of debt at year t, national income at year t, and interest rate on
debt per-year, respectively, with D(0) = 0 and y(0) = 1. Here bankruptcy
means whether the ratio of interest payment to national income will exceed
one i.e. rD(t)/y(t) > 1 at some year. Suppose that time path of debt is
given by
D = by(t), b > 0
||
and the time path of income is given by
ģ = gy(t), g > 0.
(a) How does the time path of rD(t)/y(t) look like?
(b) What is the steady-state value of rD(t)/y(t)?
(c) Does it exceed one? Interpret your result.
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