Q1. State the definition of the Golden Rule kGR Q2. The goods market clearing condition is given by G; + K+1 - (1– 8)K; = Y; (1) where C; = L¿cit + Lt-1C2t-1- Explain in words what equation (1) means. Q3. From (1), derive Ct + kt+1(1 +n) – (1 – 8)k = Yt. (2) (The small letter stands for per capita terms.) Q4. From (2), derive the steady-state level of per-capita consumption c as a function of k. (Hint: the steady-state level of per-capita income is given by y = Ak".) Q5. Derive the two values of k that sets the steady-state level of per-capita consumption c to zero. Q6. Verify that for k > 0, d2c <0. dk2 (Hint: We assume that a E (0,1)). Q7. Derive the Golden Rule k GR 08. Draw the steady-state level of per-capita consumption c in (k, c)-space (i.e., k is put on the X-axis, while c is put on the y-axis).
Q1. State the definition of the Golden Rule kGR Q2. The goods market clearing condition is given by G; + K+1 - (1– 8)K; = Y; (1) where C; = L¿cit + Lt-1C2t-1- Explain in words what equation (1) means. Q3. From (1), derive Ct + kt+1(1 +n) – (1 – 8)k = Yt. (2) (The small letter stands for per capita terms.) Q4. From (2), derive the steady-state level of per-capita consumption c as a function of k. (Hint: the steady-state level of per-capita income is given by y = Ak".) Q5. Derive the two values of k that sets the steady-state level of per-capita consumption c to zero. Q6. Verify that for k > 0, d2c <0. dk2 (Hint: We assume that a E (0,1)). Q7. Derive the Golden Rule k GR 08. Draw the steady-state level of per-capita consumption c in (k, c)-space (i.e., k is put on the X-axis, while c is put on the y-axis).
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Need help with question 7 and 8 please
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The "Golden Rule" of government spending is a financial strategy expressing that an administration ought to just increment getting to put resources into projects that will take care of from here on out. Under the Rule, existing commitments and uses are to be supported through tax assessment, and not giving new sovereign obligation.
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