Consider an economy with ongoing inflation with backward-looking expectations, πTE(t) = π(t-1), where (t) is the expected inflation rate at time t and π(t-1) is actual inflation at time t-1. The augmented Phillips curve PC (t) written in terms of output gaps is π(t) = π²(t) + a (y(t) - ye ) where a > 0 is a constant, y(t) is output at time t, and ye is potential output. The economy at time t = 0 is in point A in the figure below: inflation is (0) and output is equal to y(o), strictly below potential output. The Central Bank knows the Phillips curve and is able to decide output in all future periods (t = 1,2,...). TU (1) PC(0) A TT (0) πτ y(t) y(0) ye The Central Bank would like to induce an inflation rate T in the medium run and considers two alternative strategies: Strategy I. Keep output at the initial level y(o) until inflation reaches T and stabilize the economy from that point onwards. Strategy II. Induce a series of gradual increases in output until inflation reaches and output is stabilized. Answer all the following questions.

MACROECONOMICS FOR TODAY
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Chapter17: The Philips Curve And Expetactions Theory
Section: Chapter Questions
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  1. Discuss the general implications of pursuing strategy I versus strategy II, emphasizing what would be, in your view, the “positive” and the “negative” aspects of each strategy

  2. Under what type of Central Bankp references would strategy II be the optimal strategy? Can strategy I be the optimal strategy assuming a different type of Central Bank preferences?

Consider an economy with ongoing inflation with backward-looking
expectations, ²(t) = π(t-1), where π(t) is the expected inflation rate at time t
and π(t-1) is actual inflation at time t-1. The augmented Phillips curve PC(t)
written in terms of output gaps is
π(t) = π²(t) + a (y(t) - ye )
where a > 0 is a constant, y(t) is output at time t, and ye is potential output. The
economy at time t = 0 is in point A in the figure below: inflation is (0) and
output is equal to y(0), strictly below potential output. The Central Bank knows
the Phillips curve and is able to decide output in all future periods (t = 1,2,...).
TT (1)
PC(0)
A
TT
-y(t)
y(0)
The Central Bank would like to induce an inflation rate T in the medium run
and considers two alternative strategies:
Strategy I. Keep output at the initial level y(o) until inflation reaches ¹
and stabilize the economy from that point onwards.
Strategy II. Induce a series of gradual increases in output until inflation
reaches and output is stabilized.
Answer all the following questions.
T(0)
Transcribed Image Text:Consider an economy with ongoing inflation with backward-looking expectations, ²(t) = π(t-1), where π(t) is the expected inflation rate at time t and π(t-1) is actual inflation at time t-1. The augmented Phillips curve PC(t) written in terms of output gaps is π(t) = π²(t) + a (y(t) - ye ) where a > 0 is a constant, y(t) is output at time t, and ye is potential output. The economy at time t = 0 is in point A in the figure below: inflation is (0) and output is equal to y(0), strictly below potential output. The Central Bank knows the Phillips curve and is able to decide output in all future periods (t = 1,2,...). TT (1) PC(0) A TT -y(t) y(0) The Central Bank would like to induce an inflation rate T in the medium run and considers two alternative strategies: Strategy I. Keep output at the initial level y(o) until inflation reaches ¹ and stabilize the economy from that point onwards. Strategy II. Induce a series of gradual increases in output until inflation reaches and output is stabilized. Answer all the following questions. T(0)
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