Read Kiyotaki (1998). Consider the model in section 2 of the paper. Suppose there is no borrowing constraint (i.e., assume 0 is arbitrarily large). Also assume that a = 1.2, ß = 0.9, y = 1.05, d = 0.1, and n = 4. (The notations of variables and parameters follow Kiyotaki (1998). Just in case, & denotes the lower case of Delta in the Greek alphabet.) Reference: Kivotaki, N. (1998). "Credit and Business Cycles." The Japanese Economic Review, volume 49, issue 1, pages 18-35. 1. What is the equilibrium value of the net interest rate in the steady state? (For example, if your answer is 5% in percentage points, then enter 0.05.)
Read Kiyotaki (1998). Consider the model in section 2 of the paper. Suppose there is no borrowing constraint (i.e., assume 0 is arbitrarily large). Also assume that a = 1.2, ß = 0.9, y = 1.05, d = 0.1, and n = 4. (The notations of variables and parameters follow Kiyotaki (1998). Just in case, & denotes the lower case of Delta in the Greek alphabet.) Reference: Kivotaki, N. (1998). "Credit and Business Cycles." The Japanese Economic Review, volume 49, issue 1, pages 18-35. 1. What is the equilibrium value of the net interest rate in the steady state? (For example, if your answer is 5% in percentage points, then enter 0.05.)
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
![Read Kiyotaki (1998). Consider the model in section 2 of the paper. Suppose
there is no borrowing constraint (i.e., assume 0 is arbitrarily large). Also
assume that a = 1.2, ß = 0.9, y = 1.05, d = 0.1, and n = 4. (The notations of
variables and parameters follow Kiyotaki (1998). Just in case, & denotes the
lower case of Delta in the Greek alphabet.)
Reference: Kivotaki, N. (1998). "Credit and Business Cycles." The Japanese
Economic Review, volume 49, issue 1, pages 18-35.
1. What is the equilibrium value of the net interest rate in the steady state?
(For example, if your answer is 5% in percentage points, then enter 0.05.)
2. Compute the ratio of aggregate borrowing (Bt+1 /rt) to aggregate output (Yt +
Y't) in the steady state. (You can assume that this ratio is constant in each
period in the steady state.)
Notes: Make sure to clarify the notations of variables and parameters in your
proof clearly if they are different from those defined in Kiyotaki (1998).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffc5dd71d-51fa-441f-9ebc-9ba33f9dfb0d%2Fe6ff61e4-d608-4eb8-9366-bde22815857e%2F5dg1mfa_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Read Kiyotaki (1998). Consider the model in section 2 of the paper. Suppose
there is no borrowing constraint (i.e., assume 0 is arbitrarily large). Also
assume that a = 1.2, ß = 0.9, y = 1.05, d = 0.1, and n = 4. (The notations of
variables and parameters follow Kiyotaki (1998). Just in case, & denotes the
lower case of Delta in the Greek alphabet.)
Reference: Kivotaki, N. (1998). "Credit and Business Cycles." The Japanese
Economic Review, volume 49, issue 1, pages 18-35.
1. What is the equilibrium value of the net interest rate in the steady state?
(For example, if your answer is 5% in percentage points, then enter 0.05.)
2. Compute the ratio of aggregate borrowing (Bt+1 /rt) to aggregate output (Yt +
Y't) in the steady state. (You can assume that this ratio is constant in each
period in the steady state.)
Notes: Make sure to clarify the notations of variables and parameters in your
proof clearly if they are different from those defined in Kiyotaki (1998).
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