Answered step by step
Verified Expert Solution
Link Copied!

Question

1 Approved Answer

Question 2 (20 points) In a two-period model economy (Chapter 9), there are a total N number of con- sumers, of which N are of

image text in transcribed

Question 2 (20 points) In a two-period model economy (Chapter 9), there are a total N number of con- sumers, of which N are of type A and I are of type B consumers, we normalize N - 1. Consumers derive utility from current period consumption c and future period consumption d'. The utility function is U(c,d) = loge + Blog d', with the discount rate = 0.9. Type A consumer receives exogenous current and future incomes YA = 1 and yA + 2. Type B consumer receives exogenous current and future incomes yo =2 and yg = 1. Each consumer pays the same amount of lump-sum current and future taxes t and Government expenditures are G = 0.1 for current period and C -- 0.2 for future period. For simplicity, there are no firms in this economy. 1) Let's assume at the current period government issue bond B = 0.05. Solve for the competitive equilibrium - the equilibrium real interest rate r, the cur- rent and future consumption allocations for each individual consumer (c. dr.sce), the saving for each individual consumer ($ 1,$s), the current period and future pe- riod tax (IM) 2) Let's assume at the current period government issue bond B 0.08. Solve for the competitive equilibrium - the equilibrium real interest rater, the cur rent and future consumption allocations for each individual consumer (ca.dc.), the saving for each individual consumer (s 1.5x), the current period and future pe riod tax (0, 3) What do you conclude from your results in part 1 and 2) Question 2 (20 points) In a two-period model economy (Chapter 9), there are a total N number of con- sumers, of which N are of type A and I are of type B consumers, we normalize N - 1. Consumers derive utility from current period consumption c and future period consumption d'. The utility function is U(c,d) = loge + Blog d', with the discount rate = 0.9. Type A consumer receives exogenous current and future incomes YA = 1 and yA + 2. Type B consumer receives exogenous current and future incomes yo =2 and yg = 1. Each consumer pays the same amount of lump-sum current and future taxes t and Government expenditures are G = 0.1 for current period and C -- 0.2 for future period. For simplicity, there are no firms in this economy. 1) Let's assume at the current period government issue bond B = 0.05. Solve for the competitive equilibrium - the equilibrium real interest rate r, the cur- rent and future consumption allocations for each individual consumer (c. dr.sce), the saving for each individual consumer ($ 1,$s), the current period and future pe- riod tax (IM) 2) Let's assume at the current period government issue bond B 0.08. Solve for the competitive equilibrium - the equilibrium real interest rater, the cur rent and future consumption allocations for each individual consumer (ca.dc.), the saving for each individual consumer (s 1.5x), the current period and future pe riod tax (0, 3) What do you conclude from your results in part 1 and 2)

Step by Step Solution

There are 3 Steps involved in it

Step: 1

blur-text-image

Get Instant Access to Expert-Tailored Solutions

See step-by-step solutions with expert insights and AI powered tools for academic success

Step: 2

blur-text-image

Step: 3

blur-text-image

Ace Your Homework with AI

Get the answers you need in no time with our AI-driven, step-by-step assistance

Get Started

Recommended Textbook for

Bitcoin Technical Innovations From The Trenches

Authors: Sjors Provoost

1st Edition

9090360425, 978-9090360423

More Books

Students also viewed these Finance questions

Question

Which month has the lowest average percentage of returned sales?

Answered: 1 week ago