Suppose that an economy has the Phillips curve: n = n(-1)-0.5 (u - 0.05) a. What is the natural rate of unemployment? How much cyclical unemployment is necessary to reduce inflation by 3 percentage points? Using Okun's law, compute the sacrifice ratio. b. Inflation is running at 6 percent. The central bank wants to reduce it to 2 percent. Give two scenarios that will achieve that goal.
Suppose that an economy has the Phillips curve: n = n(-1)-0.5 (u - 0.05) a. What is the natural rate of unemployment? How much cyclical unemployment is necessary to reduce inflation by 3 percentage points? Using Okun's law, compute the sacrifice ratio. b. Inflation is running at 6 percent. The central bank wants to reduce it to 2 percent. Give two scenarios that will achieve that goal.
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
Transcribed Image Text:15
Suppose that an economy has the Phillips curve: n = n(-1)-0.5 (u - 0.05)
a. What is the natural rate of unemployment? How much cyclical unemployment is necessary
to reduce inflation by 3 percentage points? Using Okun's law, compute the sacrifice ratio.
b. Inflation is running at 6 percent. The central bank wants to reduce it to 2 percent. Give two
scenarios that will achieve that goal.
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