Phillips Curve Equation:
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The Phillips Curve is an economic concept that shows an inverse relationship between inflation and unemployment rates. The simplified version is expressed as: unemployment = a - b × inflation, where 'a' is a constant and 'b' is the coefficient showing how much unemployment changes with inflation.
The calculator uses the Phillips Curve equation:
Where:
Explanation: The equation suggests that as inflation increases, unemployment tends to decrease, and vice versa.
Details: The Phillips Curve is important for macroeconomic policy, helping policymakers understand the trade-off between inflation and unemployment when making monetary policy decisions.
Tips: Enter the constant (a), coefficient (b), and current inflation rate. The calculator will estimate the unemployment rate based on the Phillips Curve relationship.
Q1: Is the Phillips Curve always accurate?
A: The relationship holds in the short run but may break down in the long run due to inflationary expectations.
Q2: What are typical values for 'a' and 'b'?
A: Values vary by economy and time period. 'a' is often around 5-6%, while 'b' is typically between 0.5-1.0 in many developed economies.
Q3: Why does the Phillips Curve relationship exist?
A: The original theory suggested that as demand increases (lower unemployment), prices rise (higher inflation), and vice versa.
Q4: What is the natural rate of unemployment?
A: This is the unemployment rate when inflation is stable (no acceleration or deceleration), represented by 'a' in our simplified equation.
Q5: Has the Phillips Curve flattened in recent years?
A: Some economists argue the relationship has weakened, with lower values of 'b' in recent decades, meaning inflation responds less to changes in unemployment.